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1. Choose a number and apply the following operations to it. Multiply the number by 15, and subtract 12 from the product. Divide now the difference by 3, then add 4 to the quotient. Determine the relationship between the original and resulting numbers using a. inductive reasoning; and b. deductive reasoning.

1. Choose a number and apply the following operations to it. Multiply the number by 15, and subtract 12 from the product. Divide now the difference by 3, then add 4 to the quotient. Determine the relationship between the original and resulting numbers using a. inductive reasoning; and b. deductive reasoning.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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II. Do as indicated 1. Choose a number and apply the following operations to it. Multiply the number by 15, and subtract 12 from the product. Divide now the difference by 3, then add 4 to the quotient. Determine the relationship between the original and resulting numbers using a. inductive reasoning; and b. deductive reasoning. 2. In running events, Raine always trails from Banjo. Moreover, Anne runs faster than Banjo. Does Anne run faster than Raine? Justify your answer. 3. Old McDonald has a farm with 90 chickens. The chickens comprise 60% of his farm, and the rest of his animals are cows. Use Polya's four step process to determine how many animal feet are there in his farm?
Transcribed Image Text:II. Do as indicated 1. Choose a number and apply the following operations to it. Multiply the number by 15, and subtract 12 from the product. Divide now the difference by 3, then add 4 to the quotient. Determine the relationship between the original and resulting numbers using a. inductive reasoning; and b. deductive reasoning. 2. In running events, Raine always trails from Banjo. Moreover, Anne runs faster than Banjo. Does Anne run faster than Raine? Justify your answer. 3. Old McDonald has a farm with 90 chickens. The chickens comprise 60% of his farm, and the rest of his animals are cows. Use Polya's four step process to determine how many animal feet are there in his farm?
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