MAT 2204 Tutorial 4 1. In how many ways can a committee of one president‚ one vice president‚ a secretary and a treasurer be chosen from five men and seven women? 2. A committee of four is chosen from five teachers and three mathematicians. In how many ways can this be done so that the committee contains (i) at least one teacher? (ii) at least one teacher and one mathematician? 3. Five children are to be seated on a bench. Find ( i ) how many ways the children can be
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5. Factorize: (i) 2x2+y2+8z3-22xy-42yz+8xz (ii) x6 – 3x4y2 +3x2y4 –y6 6. Evaluate: (367/2 –369/2)/ 365/2 7. Divide 34x-22x3-12x4-10x2-75 by (3x+7) and check your answer. 8. The digit in the tens place of a number is three times that in the ones place. If the digits are reversed‚ the new number will be 36 less than the original number. Find the number. 9. A well is dug 20m deep and it has a diameter 7m. The earth‚ which is so dug out‚ is spread out on a rectangular plot
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Pre-Lab Questions: 1. The rules concerning handling significant figures are as follows: When dividing/multiplying The answer has no more significant digits than the number with the fewest significant digits (the least precise figure). Round off after calculations have been performed. When adding/subtracting Answer has no more places than the addend‚ minuend‚ or subtrahend with the fewest number of decimal places. Significant figures are irrelevant when adding/subtracting (least number
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Wednesday (1)‚ Saturday (1). THE RIGHT ANSWER WAS THURSDAY. Why? Three days ago‚ yesterday was the day before Sunday‚ so three days ago was itself Sunday. That means today is Wednesday‚ so tomorrow is Thursday Puzzle 5: Find a 10-digit number where the first digit is how many zeros
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their relevance to their scenario. This list of words was shown on a screen for five seconds each. Following this exercise‚ participants were then asked to complete a number task in which they were given a list of twelve numbers‚ each being a seven digit number‚ where each number was shown on the screen for one second. After this‚ participants were given ten minutes to attempt to recall as many words as possible from the original thirty-five words they had rated. The results showed encoding was most
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ABSTRACT The primary advantage of XS-3 coding over BCD coding is that a decimal number can be nines ’ complemented (for subtraction) as easily as a binary number can be ones ’ complemented ; just invert all bits. In addition‚ when the sum of two XS-3 digits is greater than 9‚ the carry bit of a four bit adder will be set high. This works because‚ when adding two numbers that are greater or equal to zero‚ an "excess" value of six results in the sum. Since a four bit integer can only hold values 0 to 15
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TIN TIN stands for Tax-Payer Identification Number‚ is unique number allotted by Commercial tax department of respective State. It’s an eleven digit number to be mentioned in all VAT transactions and correspondence. TIN number is used to identify dealers registered under VAT. First two digits of TIN indicate the issued state code. However‚ Other 9 digit of TIN creation may differs by state governments. TIN is applied for both sales done within a state or between two or more states. Tin is also
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INFOSYS PLACEMENT PAPER ON 10 th SEPTEMBER 2006 AT GTAM COLLEGE VIZAG Q1). x^1/3 - x^1/9 = 60 . find the value of X. (3 marks) Ans : write x^1/3 as x^1/9. x^1/9. x^1/9 Now x^1/9(x^2/9 - 1) =60 Now use trial and error method. Then x= 4^9 Q2). There are A‚ B‚ C‚ D‚ E‚ F students they speak one are more than one of english‚ itali‚ french‚ Spanish‚ portueges; B‚ C speak English. But after D joins they
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Procedures The codes used in Category I consist of five digits but no decimals‚ and the codes represent various procedures that are widely practiced and typically consistent with the specified medical practice. Category II codes are usually used when tracking performance measures for a medical purposes‚ they are optional codes that are not paid by any insurance carriers. These codes consist of an alphabetic character in the place of the fifth digit. Category III codes are known as temporary codes which
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106 3. 736 4. 245 5. 899 6. 302 7. 720 8. 1200 9. 5075 10. 7001 II. What is the place value of each underlined digit? Give the value of each underlined digit. Give the answers orally. A B C D E F 1. 601 215 520 1‚364 5‚ 055 8‚ 762 2. 740 806 810 1‚ 099 3‚ 456 9‚ 575 3. 108 888 2‚ 256 9‚ 302 2‚ 890 8‚ 359 III. Match Column
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