mer Umpt started with 50 pisquets on his farm. Every week, he got nore of them. Farmer Tott started with 72 pisquets on her farm. ery week, she erased 4 more of them. "rite a system of equations, in slope-intercept form, to model each armer's pisquets (y) as weeks (x) increase. Y X f(x) "x x/ (X) X TT Choose the true statement. After 3 weeks, each farmer has 71 pisquets. After 4 weeks, each farmer has 78 pisquets. 00
mer Umpt started with 50 pisquets on his farm. Every week, he got nore of them. Farmer Tott started with 72 pisquets on her farm. ery week, she erased 4 more of them. "rite a system of equations, in slope-intercept form, to model each armer's pisquets (y) as weeks (x) increase. Y X f(x) "x x/ (X) X TT Choose the true statement. After 3 weeks, each farmer has 71 pisquets. After 4 weeks, each farmer has 78 pisquets. 00
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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
Transcribed Image Text:Farmer Umpt started with 50 pisquets on his farm. Every week, he got
7 more of them. Farmer Tott started with 72 pisquets on her farm.
Every week, she erased 4 more of them.
Write a system of equations, in slope-intercept form, to model each
farmer's pisquets (y) as weeks (x) increase.
Y
f(x)
Choose the true statement.
After 3 weeks, each farmer has 71 pisquets.
After 4 weeks, each farmer has 78 pisquets.
After 5 weeks, each farmer has 85 pisquets.
V After 2 weeks, each farmer has 64 pisquets.
AI
2.
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