Marta practices the long jump. She jumps the same distance on her first four jumps. Her last two jumps are 1 feet longer than her first average jump: 16 ft four jumps. Her average jump distance is 16 feet. The equation below represents the situation, where j is the distance of each of Marta's first four jumps. 4j + 2(j+ 1.5) 6. = 16 What is the distance of each of Marta's first four jumps? Show your work.

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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Marta practices the long jump. She jumps Ghế same distance on her
first four jumps. Her last two jumps are 1 feet longer than her first
average
jump: 16 ft
four jumps. Her average jump distance is 16 feet. The equation
below represents the situation, where j is the distance
of each of Marta's first four jumps.
4j + 2(j+ 1.5)
= 16
What is the distance of each of Marta's first four jumps? Show your work.
SOLUTION
236
OCurriculum Assaciates, LLC Copying is ont
LESSON 10 Solve Linear Equations in One Variable
Transcribed Image Text:Marta practices the long jump. She jumps Ghế same distance on her first four jumps. Her last two jumps are 1 feet longer than her first average jump: 16 ft four jumps. Her average jump distance is 16 feet. The equation below represents the situation, where j is the distance of each of Marta's first four jumps. 4j + 2(j+ 1.5) = 16 What is the distance of each of Marta's first four jumps? Show your work. SOLUTION 236 OCurriculum Assaciates, LLC Copying is ont LESSON 10 Solve Linear Equations in One Variable
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