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3. Pick any number, multiply the number by 5, and add 10 to the number. Divide the sum by 5. Subtract 1 from the quotient. a) What is the relationship between the number you started with and the final answer? (might need to choose random numbers and apply procedure multiple times before noticing pattern) grob sd3 mi (siens to) 29ssup to 19da ods saianosis T b) Prove, using deductive reasoning (algebra), the conjecture made in part (a). Needs to be a general proof not a particular numerical example.

3. Pick any number, multiply the number by 5, and add 10 to the number. Divide the sum by 5. Subtract 1 from the quotient. a) What is the relationship between the number you started with and the final answer? (might need to choose random numbers and apply procedure multiple times before noticing pattern) grob sd3 mi (siens to) 29ssup to 19da ods saianosis T b) Prove, using deductive reasoning (algebra), the conjecture made in part (a). Needs to be a general proof not a particular numerical example.

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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3. Pick any number, multiply the number by 5, and add 10 to the number. Divide the sum by 5. Subtract 1 from the quotient. a) What is the relationship between the number you started with and the final answer? (might need to choose random numbers and apply procedure multiple times before noticing pattern) Ingresb sd3 ni (saie yns to) assup2 to 19dmin odd saianstad T b) Prove, using deductive reasoning (algebra), the conjecture made in part (a). Needs to be a general proof not a particular numerical example.
Transcribed Image Text:3. Pick any number, multiply the number by 5, and add 10 to the number. Divide the sum by 5. Subtract 1 from the quotient. a) What is the relationship between the number you started with and the final answer? (might need to choose random numbers and apply procedure multiple times before noticing pattern) Ingresb sd3 ni (saie yns to) assup2 to 19dmin odd saianstad T b) Prove, using deductive reasoning (algebra), the conjecture made in part (a). Needs to be a general proof not a particular numerical example.
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