Aaron and Bashira both have a mix of pens and pencils in their pencil cases. Determine who has the least amount of pencils, and by how much. Use let statements and equations in your solution and show your work. B) Bashira A) Aaron Aaron has more pens than pencils. The number of pens and the number of pencils that Aaron has are consecutive even numbers. Altogether, Bashira has a total of 36 pens and pencils. Twelve more than the number of pencils equals triple the number of pens. Half the number of pencils plus double the number of pens equals twenty-nine.

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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Question #6
Aaron and Bashira both have a mix of pens and pencils in their pencil cases. Determine
who has the least amount of pencils, and by how much. Use let statements and
equations in your solution and show your work.
B)
Bashira
A)
Aaron
Aaron has more pens than pencils.
The number of pens and the
number of pencils that Aaron has
Altogether, Bashira has a total of 36
pens and pencils. Twelve more than
the number of pencils equals triple
the number of pens.
are consecutive even numbers.
Half the number of pencils plus
double the number of pens equals
twenty-nine.
Transcribed Image Text:Mark this Question Question #6 Aaron and Bashira both have a mix of pens and pencils in their pencil cases. Determine who has the least amount of pencils, and by how much. Use let statements and equations in your solution and show your work. B) Bashira A) Aaron Aaron has more pens than pencils. The number of pens and the number of pencils that Aaron has Altogether, Bashira has a total of 36 pens and pencils. Twelve more than the number of pencils equals triple the number of pens. are consecutive even numbers. Half the number of pencils plus double the number of pens equals twenty-nine.
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