Programming Aptitude Test Essay Example

Programming Aptitude Test Essay Example Programming Aptitude Test Paper Programming Aptitude Test Paper Scientifically, computer programming aptitude test was made for working with computers. It shows your ability to solve problems, check information as quickly as you want to succeed in the IT technology. In our page, you are going to pass a hybrid or combine test. You will be checked on several main things: the ability to solve problems to think logically to recognize pattern and syntax to follow hard procedures Our computer programming test will help you find it out for sure! Coding aptitude test is available here too! Furthermore, any job in IT requires not just a huge knowledge in this sphere. If you want to be a worker who is in great demand, you have to be very self-organized, as programmers more often take on job people who are creative, can work in the team and know the price of time. Also, you have to gain new skills and improve your knowledge all the time. Computer programming aptitude test questions and answers The programming aptitude test which we propose you has only 26 questions. No more, no less, but interesting. For all the computer test you’ll have 40 minutes. As you see, no time for relaxing. Sit and work. Programming aptitude test questions are fully adapted for people with at least some knowledge in IT sphere. By the way, you may take a sheet of paper and calculator; it will help you finish the test faster. At the end of it, you’ll see how many scores you have got. So, such kind of computer programming aptitude test questions and answers are available only here. You may say – what!? Not only score after but answers too? Yes, only here, on our website, you will find all the answers and ability to work on your mistakes. But promise not to glance! Work on your own and good luck to you! 1) Grace thought of a number, added 7, multiplied by 3, took away 5 and divided by 4 to give an answer of 7. What was her starting number? 2 3 4 5 6 7 2) What is B1 + C2? 10 11 12 13 14 None of these 3) Multiply A1 by B2. Put the result in E1. Now divide E1 by D4. What is the answer? 1 2 3 4 5 None of these 1) Above are 6 rows containing two identical sets of characters, but in one row, one character in the two sets is different. Which row has the difference? 1 2 3 4 5 6 2) Above are 6 rows containing two identical sets of characters, but in one row, one character in the two sets is different. Which row has the difference? 1 2 3 4 5 6 3) Above are 6 rows containing two identical sets of characters, but in one row, one character in the two sets is different. Which row has the difference? 1 2 3 4 5 6 4) Alan thinks of a number. He squares it, then takes away 5, next multiplies it by 4, takes away 7, divides it by 3 and finally adds 6. His answer is 9. What number did Alan start with? 1 2 3 4 5 6 5)   If the hour hand of a clock is turned anticlockwise from 2 pm to 9 am, through how many degrees will it have turned? 120 135 150 165 180 205 6) What percentage of this shape is blue (to nearest percent)? 60 63 66 69 72 75 7) If ADD = 9, BAD = 7, and CAD = 8 what is the value of ADA? 3 4 5 6 7 8 8) If BAD = 10, DAC = 11, and CGI = 22 what is the value of OCCAM? 35 36 37 39 40 None of these. 9) If DATA = 52, CACHE = 40 and BIT = 62 what is the value of BABBAGE? 40 41 42 43 44 None of these. 10) You are facing North. Turn 90 degrees left. Turn 180 degrees right. Reverse direction. Turn 45 degrees left. Reverse direction. Turn 270 degrees right. In which direction are you now facing? N W SE SW NW None of these 11) What would the code be for a flight to Paris at 5am for a vegetarian 8 year old girl travelling economy class? bYkR bykr bykR BykP aykR None of these 12) Three computers were lined up in a row. The Dell (D) was to the left of the Viglen (V) but not necessarily next to it. The blue computer was to the right of the white computer. The black computer was to the left of the Hewlett Packard (HP) PC. The Hewlett Packard was to the left of the Viglen (V). What was the order of the computers from left to right?    V, HP, D    V, D, HP    HP, D, V    HP, V, D    D, V, HP    D, HP, V 13) Tim was given a large bag of sweets and ate one third of the sweets before stopping as he was feeling sick. The next day he ate one third of the remaining sweets and the following day he ate one third of the remainder, before counting the sweets he had left which totalled eight. How many sweets was he given in the beginning? 18 21 24 27 30 33 14) In a counting system used by intelligent apes. A banana = 1 6 is represented by an orange and 2 bananas An orange is worth half a mango What is the value of two mangos, an orange and a banana? 21 24 27 30 33 36 15) In a counting system used by intelligent apes, a banana = 1 6 is represented by an orange and 2 bananas An orange is worth half a mango What is the value in fruit, of two mangos with an orange, divided by an orange with a banana?    A mango    A banana    An orange    2 bananas    3 bananas    An orange banana 16) If the code for JAVA is LCXC what is the code for BASIC?    CBTJD    DCUKE    EDVLF    FEWMG    CDFFG    None of these 17) If the code for FORTRAN is GMUPWUU what is the code for PASCAL?    QYVYFG    QCVGFR    QCPGVR    GMPGFR    QCVXFF    None of these 18) If the code for PHP is QLY. What is the code for SQL ?    TUU    TUS    TRM    TUB    VUS    None of these 19) You start in square E6 facing East. Move 3 squares forward. Turn 90 degrees clockwise, move two squares forward, turn 180 degrees anticlockwise. Move 5 squares forward, turn 90 degrees anticlockwise. Move 4 squares forwards, turn 90 degrees clockwise. Move two squares backwards. What is the Y COORDINATE of the square you are now in? 6 7 8 9 10 11 20) You start in square E6 facing South West. Move three squares forward. Rotate 135 degrees clockwise. Move 4 squares forward. Rotate 45 degrees clockwise. Move 2 squares forward. Rotate 90 degrees anticlockwise and move 4 squares backwards. What is the X Coordinate of the square you are now in? C D E F G H 21) What is the angle between the hands of a clock at 10.30? 75 90 105 120 135 150 22) What percentage weight of chocolate out of the original kilogram will be contained in COMPLETELY FILLED boxes (i.e. those containing a full 6 bags)?    58%    60%    62%    64%    66%    68% 23) In these questions, the coordinates of the square or cell refer to its contents. What is A4 multiplied by D3 divided by C2? 24 26 28 30 33 None of these 24) Store the answer to B4 plus A2 in F1. Store the answer to A4 minus D2 in F3 Multiply F1 by F3. What is the final answer? 17 84 96 104 108 None of these 25) STEP 1: Multiply C3 by D4 and store the result in F4 STEP 2: Multiply F4 by 3, store the result in F4 then add 1 to E3. STEP 3: Repeat STEP 2 until the value of E3 equals 3 then stop. What is the value of F4? 45 345 405 450 1215 None of these FINAL QUESTION 26) Add A1 + B3 + C4 + D2 and put the result in E2. Add A3 + B1 + C2 + D4 and place the result in E4. If the value of E4 is larger than E2 swop their contents, otherwise leave them as they are. Multiply E2 by D1, then take away A4 and place the result in F2 What is the value of F2? 79 83 96 95 96 None of these Answers Question Answers Example answers plus working 1 4 Grace thought of a number, added 7, multiplied by 3, took away 5 and divided by 4 to give an answer of 7. What was the starting number? You need to work backwards: multiply 7 by 4, add 5, divide by 3, take away 7 to reach the starting number. 4 + 7 = 11 x 3 = 33 5 = 28 / 4 = 7 2 10 What is B1 + C2? B1 = 7 and C2 = 3, therefore B1 + C2 = 10 3 None of these Multiply A1 by B2. Put the answer in E1. Now divide E1 by D4. What is the answer? A1 = 9, B2 = 2, therefore E1 = 9 x 2 = 18 D4 = 3. 18 divided by 3 = 6. 6 is not one of the answers listed, so you must answer None of these Question Answers Test answers plus working 1 2 Above are 6 rows containing two identical sets of characters, but in one row, one character in the two sets is different. Which row has the difference? 2) iqtgiwegasdio iqtgiyegasdio These first three questions involve basic syntax checking. 2 5 Above are 6 rows containing two identical sets of characters, but in one row, one character in the two sets is different. Which row has the difference? 5) dsNvn(Pos\o;l\md;) dsNvn(Pos\e;l\md;) 3 6 Above are 6 rows containing two identical sets of characters, but in one row, one character in the two sets is different. Which row has the difference? 6) ladnl:vdlne,842tybqi\m ladnl:avdlne;842tybqi\m 4 3 Alan thinks of a number. He squares it, then takes away 5, next multiplies it by 4, takes away 7, divides it by 3 and finally adds 6. His answer is 9. What number did he start with? Working backwards from the answer. 9 6 = 3 x 3 = 9 +7 = 16 /4 = 4 + 5 = 9. Square root of 9 = 3 5 150 If the hour hand of a clock is turned anticlockwise from 2 pm to 9 am, through how many degrees will it have turned? The clock hand moves through 5 hours. Each hour division subtends 30 degrees (360 / 12). Therefore the hand will have turned 5 x 30 degrees = 150 degrees in total. 6 63% What percentage of this shape is blue (to nearest percent)? There are 80 triangles altogether. 50 of which are blue, therefore 50/80 x 100 = 62.5% This rounds up to 63% 7 6 If ADD = 9, BAD = 7 and CAD = 8 what is the value of ADA? Each letter here has the same value as its place in the alphabet. So A = 1, B = 2 etc. A = 1 D = 4 and A = 1 so ADA = 1 + 4 + 1 = 6 8 40 If BAD = 10, DAC = 11, and CGI = 22 what is the value of OCCAM? Each letter has the same value as its place in the alphabet plus 1. So A = 2, B = 3 etc. O = 16 (15th letter of the alphabet) and M = 14 (13th letter) So OCCAM = 16 + 4 + 4 + 2 + 14 = 40 9 40 If DATA = 52, CACHE = 40 and BIT = 62. What is the value of BABBAGE? Here each letter has double the value of its place in the alphabet. So A = 2, B= 4 and so forth. So BABBAGE = 4 + 2 + 4 + 4 + 2 + 14 + 10 = 40 10 NW You are facing North. Turn 90 degrees left = W Turn 180 degrees right = E Reverse direction = W again Turn 45 degrees left = SW Reverse direction = NE Turn 270 degrees right. = NW In which direction are you now facing? N W E W SW NE NW 11 bykR Flight tickets for an airline are coded as follows: UK Destinations are coded A, Flights to Europe are coded B, Asian Destinations C, and the Americas D. If a flight takes place between 10 pm and 6 am the same code are used but with lower case letters (a,b,c, and d) Male passengers are coded X and female passengers are coded Y. Children are coded by the same letters in lower case (x.y) Meals are coded as follows: European meal G, Asian Meal H, Vegetarian Meal K. Childrens meals coded by the same letters in lower case (g,h,k) First Class passengers are coded P, Business Class Q and economy R What would the code be for a flight to Paris at 5am for a vegetarian 8 year old girl travelling economy class? European Flight before 6 am = b. Female child = y, Vegetarian childrens meal = k, Economy class= R Therefore code is bykR 12 D,HP,V Three computers were lined up in a row. The Dell was to the left of the Viglen but not necessarily next to it. The blue computer was to the right of the white computer. The black computer was to the left of the Hewlett Packard PC. The Hewlett Packard was to the left of the Viglen. What was the order of the computers? Computer Dell Hewlett Packard Viglen Operating System Black White Blue 13 27 Tim was given a large bag of sweets and ate one third of the sweets before stopping as he was feeling sick. The next day he ate one third of the remaining sweets and the following day he ate one third of the remainder, before counting the sweets he had left which totaled eight. How many sweets was he given in the beginning? 2/3 x 2/3 x 2/3 = 8/27 14 21 In a counting system used by intelligent apes. A banana = 1 6 is represented by an orange and 2 bananas An orange is worth half a mango What is the value of two mangos, an orange and a banana? Banana = 1 orange = 4 mango = 8 8 + 8 + 4 + 1 = 21 15 Orange What is two mangos and an orange, divided by an orange with a banana? An orange (8 + 8 + 4) / (4 + 1) = 4 = orange 16 DCUKE If the code for JAVA is LCXC what is the code for BASIC? Each letter in JAVA is moved forward in the alphabet by two letters: J + 2 = L , A + 2 = C , V + 2 = X, A + 2 C Moving each letter in BASIC forward by two we get DCUKE 17 None of these If the code for FORTRAN is GMUPWUU what is the code for PASCAL? Here the sequence is more complex: +1, -2, +3, -4, +5, -6 F + 1 = G, O 2 = M, R +3 = U, T 4 = P, R + 5 = W, A 6 = U, N + 7 = U Applying the same process to PASCAL we get QYVYFF, which is not one of the listed solutions, so the answer is none of these. 18 TUU If the code for PHP is QLY. What is the code for SQL ? Here the change is +1, +4, +9 (square numbers) So applying the same process to SQL we get TUU 19 7 You start in square E6 facing East. Move 3 squares forward = H6 Turn 90 degrees clockwise, move two squares forward = H4. Turn 180 degrees anticlockwise. Move 5 squares forward = H9. Turn 90 degrees anticlockwise. Move 4 squares forwards = D9. Turn 90 degrees clockwise. Move two squares backwards = D7 What is the Y COORDINATE of the square you are now in? 7 20 H You start in square E6 facing South West. Move three squares forward = B3 Facing SW Rotate 135 degrees clockwise. Move 4 squares forward. = B7 Facing N Rotate 45 degrees clockwise. Move 2 squares forward = D9 Facing NE Rotate 90 degrees anticlockwise and move 4 squares backwards. H5 Facing NW What is the X Coordinate of the square you are now in? HC D E F G H 21 135 What is the angle between the hands of a clock at 10.30? The minute hand will be at 6 oclock = 180 degrees The hour hand will be half way between 10 and 11 oclock. Each hour subtends 30 degrees so the hour hand will be at 30 x 10.5 degrees = 315 degrees. So the difference between the two hands is 315 180 = 135 degrees. 22 58% In a chocolate factory, a machine takes a 1 kg block of chocolate. It then divides this into rectangles each weighing 10g. These rectangles are then stamped into disks of chocolate each weighing 6g with the remaining chocolate discarded. These chocolate disks are then packed into bags of 4 which are sealed and finally packed into boxes, each containing 6 bags ready for dispatch to the shops. What weight of chocolate out of the original kilogram will be contained in COMPLETELY FILLED boxes (i.e. those containing a full 6 bags)? 1000 g of chocolate is made into 100 rectangles of chocolate each weighting 10g. These are then stamped into 100 disks of 6g each. 4 disks are packed into each bag and then 6 bags are placed into each box. Therefore there are 24 disks in each box. As there are 100 disks in total produced from the 1 Kg of chocolate, there will therefore be four boxes with 4 disks left over. These 4 boxes contain 96 disks each weighing 6g. So the total weight of chocolate in the boxes will be 96 x 6g = 576g. Converting to a percentage: 576/1000 X 100 = 57.6% which rounds to 58% 23 26 What is A4 multiplied by D3 divided by C2? A4 = 13, D3 = 6, C2 = 3. 13 x 6 = 78 à · 3 = 26 24 None of these Store the answer to B4 plus A2 in F1. Store the answer to A4 minus D2 in F3. Multiply F1 by F3. What is the final answer? Store the answer to B4 plus A2 in F1. B4 + A2 = 9 + 8 = 17 = F1 Store the answer to A4 minus D2 in F3. 13 7 = 6 = F3 Multiply F1 by F3. 17 x 6 = 102. None of the given solutions is 102, so the answer is None of these 25 405 STEP 1: Multiply C3 by D4 and store the result in F4 STEP 2: Multiply F4 by 3 then add 1 to E3. STEP 3: Repeat STEP 2 until the value of E3 equals 3 then stop. What is the value of F4?STEP 1: 5 x 3 = 15 = F4 STEP 2: 15 x 3 = F4 = 45 E3 = 1. STEP 3: 45 x 3 = 135 E3 = 2. 135 x 3 = 405 E3 = 3. STOP. F4 now equals 405 26 83 Add A1 + B3 + C4 + D2 and put the result in E2. Add A3 + B1 + C2 + D4 and place the result in E4. If the value of E4 is larger than E2 swop their contents, otherwise leave them as they are. Multiply E2 by D1, then take away A4 and place the result in F2. What is the value of F2? Add A1 + B3 + C4 + D2 and put the result in E2. 9 + 1 + 6 + 7 = 23 = E2 Add A3 + B1 + C2 + D4 and place the result in E4. 11 + 7 + 3 + 3 = 24 = E4 If the value of E4 is larger than E2 swop their contents, otherwise leave them as they are. E4 = 24 whereas E2 = 23 therefore they should be swopped, so E2 now = 24 and E4 = 23 Multiply E2 by D1 then take away A4 24 x 4 = 96 13 = 83. What is the value of F2? 83

Life and Work of Leonora Carrington, Activist and Artist

Life and Work of Leonora Carrington, Activist and Artist Leonora Carrington (April 6, 1917–May 25, 2011) was an English artist, novelist, and activist. She was part of the Surrealist movement of the 1930s and, after moving to Mexico City as an adult, became a founding member of Mexicos women’s liberation movement. Fast Facts: Leonora Carrington Known For: Surrealist artist and writerBorn: April 6, 1917 in Clayton Green, Clayton-le-Woods, United KingdomDied: May 25, 2011 in Mexico City, MexicoSpouse(s): Renato Leduc, Emericko WeiszChildren: Gabriel Weisz, Pablo WeiszNotable Quote: I didnt have time to be anyones muse... I was too busy rebelling against my family and learning to be an artist. Early Life Leonora Carrington was born in 1917 in Clayton Green, Chorley, Lancashire, England, to an Irish mother married to a wealthy Irish textile manufacturer. In a family of four children, she was the only daughter, alongside her three brothers. Although she was educated by excellent governesses and sent to good schools, she was expelled from two different schools for rebellious misbehavior. Eventually, Carrington was sent abroad to Florence, Italy, where she studied at Mrs. Penroses Academy of Art. When Carrington was ten, she first encountered Surrealist art in a gallery in Paris, which cemented her desire to pursue a career as an artist. Her father strongly disapproved, but her mother supported her. Although she was presented at court when she came of age, Carrington was mostly disinterested in the niceties of society. Newcomer to the Art World In 1935, Carrington attended the Chelsea School of Art in London for one year, but she then transferred to London’s Ozenfant Academy of Fine Arts (established by the French modernist Amà ©dà ©e Ozenfant), where she spent the next three years studying her craft. Her family was not openly opposed to her artistic pursuits, but by this point, they were not actively encouraging her either. Carringtons greatest champion and patron at this time was Edward James, the noted Surrealist poet and art patron. James bought many of her early paintings. Years later, he still supported her work, and he arranged a show for her work at  Pierre Matisses New York gallery in 1947. Relationship With Max Ernst At an exhibition in London in 1936, Carrington encountered the work of Max Ernst, a German-born Surrealist who was 26 years her senior. Ernst and Carrington met at a London party the following year and quickly became inseparable, both artistically and romantically. When they moved to Paris together, Ernst left his wife and moved in with Carrington, making a home in the south of France. Together, they supported each other’s art and even made works of art, such as quirky animal sculptures, to decorate their shared home. It was during this period that Carrington painted her first clearly Surrealist work, Self-portrait  (also called  The Inn of the Dawn Horse). Carrington depicted herself in dreamy white clothes and with loose hair, with a prancing hyena in front of her a rocking horse flying around behind her. She also painted a portrait of Ernst in a similar style. When World War II began, Ernst (who was German) was immediately treated with hostility in France. He was soon arrested by French authorities as a hostile foreign national and was released only because of interventions of several well-connected French and American friends. Things only got worse when the Nazis invaded France; they arrested Ernst again and accused him of creating â€Å"degenerate† art. Ernst escaped and fled to America with the help of art patron Peggy Guggenheim- but he left Carrington behind. Ernst married Peggy Guggenheim in 1941, and although their marriage soon fell apart, he and Carrington never rekindled their relationship. Institutionalization and Escape Terrified and devastated, Carrington fled Paris and headed to Spain. Her mental and emotional state deteriorated, and ultimately her parents had Carrington institutionalized. Carrington was treated with electroshock therapy and strong drugs. Carrington later wrote about her horrific experiences in the mental institution, which also reportedly included assault, abuse, and unsanitary conditions, in a novel, Down Below. Eventually, Carrington was released to the care of a nurse and moved to Lisbon, Portugal. In Lisbon, Carrington escaped the nurse and sought sanctuary in the Mexican embassy. Renato Leduc, a Mexican ambassador and friend of Pablo Picasso, agreed to help get Carrington out of Europe. The pair entered a marriage of convenience so that her path would be smoother as a diplomat’s wife, and they were able to escape to Mexico. Aside from a few journeys north to the United States, Carrington would spend most of the rest of her life in Mexico. Art and Activism in Mexico Carrington and Leduc divorced quickly and quietly in 1943. Over the next couple of decades, Carrington spent time in New York City as well as in Mexico, interacting with the art world at large. Her work was unusual among the Surrealist community in that she did not use the works of Freud as a major influence. Instead, she utilized magical realism and the idea of alchemy, often drawing on her own life for inspiration and symbolism. Carrington also went against the grain with regards to the Surrealists’ approach to female sexuality: she painted as she experienced the world as a woman, rather than the male-gaze filtered depictions of many of her counterparts. In the 1970s, Leonora became a voice for the women’s liberation movement in Mexico City. She designed a poster, called Mujeres conciencia, for their movement. In many ways, her art tackled concepts of gender identity and feminism, making her an ideal fit to work with their cause. Her focus was psychological freedom, but her work was primarily towards political freedom for women (as a means to this ultimate goal); she also believed in creating cooperative efforts between the movements in North America and Mexico. While Carrington was living in Mexico, she met and married the Hungarian-born photographer Emerico Weisz. The couple had two sons: Gabriel and Pablo, the latter of whom followed in his mother’s footsteps as a Surrealist artist. Death and Legacy Carringtons husband Emerico Weisz died in 2007. She survived him by about four years. After a battle with pneumonia, Carrington died in Mexico City on May 25, 2011, aged 94. Her work continues to be shown at exhibitions across the world, from Mexico to New York to her native Britain. In 2013, Carringtons work had a major retrospective at the Irish Museum of Modern Art in Dublin, and in 2015, a Google Doodle commemorated what would have been her 98th birthday. By the time of her death, Leonora Carrington was one of the last-surviving Surrealist artists, and undoubtedly one of the most unique. Sources Aberth, Susan. Leonora Carrington: Surrealism, Alchemy and Art. Lund Humphries, 2010.Blumberg, Naomi. â€Å"Leonora Carrington: English-Born Mexican Painter and Sculptor.† Encyclopaedia Britannica, https://www.britannica.com/biography/Leonora-Carrington.â€Å"Leonora Carrington.† National Museum of Women in the Arts, https://nmwa.org/explore/artist-profiles/leonora-carrington.