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Show, by use of deductive reasoning, that the following procedure results in an integer that is twice the original integer. PROCEDURE LET n BE THE INTEGER The integer is multiplied by 8 Choose an integer. Multiply the integer by 8. Then to the resulting product, add To the product, add 12 12. After that, divide the sum by 4. The sum is divided by 4 Finally, subtract 3. 3 is subtracted from the quotient

Show, by use of deductive reasoning, that the following procedure results in an integer that is twice the original integer. PROCEDURE LET n BE THE INTEGER The integer is multiplied by 8 Choose an integer. Multiply the integer by 8. Then to the resulting product, add To the product, add 12 12. After that, divide the sum by 4. The sum is divided by 4 Finally, subtract 3. 3 is subtracted from the quotient

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section: Chapter Questions
Problem 64RE
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Show, by use of deductive reasoning, that the following procedure results in an integer that is twice the original integer. PROCEDURE LET n BE THE INTEGER The integer is multiplied by 8 Choose an integer. Multiply the integer by 8. Then to the resulting product, add To the product, add 12 12. After that, divide the sum by 4. The sum is divided by 4 Finally, subtract 3. 3 is subtracted from the quotient
Transcribed Image Text:Show, by use of deductive reasoning, that the following procedure results in an integer that is twice the original integer. PROCEDURE LET n BE THE INTEGER The integer is multiplied by 8 Choose an integer. Multiply the integer by 8. Then to the resulting product, add To the product, add 12 12. After that, divide the sum by 4. The sum is divided by 4 Finally, subtract 3. 3 is subtracted from the quotient
Show, by use of deductive reasoning, that the following procedure results in an integer that is twice the original integer. PROCEDURE LET n BE THE INTEGER The integer is multiplied by 8 Choose an integer. Multiply the integer by 8. Then to the resulting product, add To the product, add 12 12. After that, divide the sum by 4. The sum is divided by 4 Finally, subtract 3. 3 is subtracted from the quotient
Transcribed Image Text:Show, by use of deductive reasoning, that the following procedure results in an integer that is twice the original integer. PROCEDURE LET n BE THE INTEGER The integer is multiplied by 8 Choose an integer. Multiply the integer by 8. Then to the resulting product, add To the product, add 12 12. After that, divide the sum by 4. The sum is divided by 4 Finally, subtract 3. 3 is subtracted from the quotient
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