SOLUTION: Let y subscript 1 = 0.8x − 1.1 and y subscript 2 = 3.1 − 0.6x. Find all values of x for which y1 does not exceed y2.

Algebra ->  Inequalities -> SOLUTION: Let y subscript 1 = 0.8x − 1.1 and y subscript 2 = 3.1 − 0.6x. Find all values of x for which y1 does not exceed y2.       Log On


   

Question 830410: Let y subscript 1 = 0.8x − 1.1 and y subscript 2 = 3.1 − 0.6x.
Find all values of x for which y1 does not exceed y2.
Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
y%5B1%5D=0.8x-1.1
y%5B2%5D=3.1-0.6x
y%5B1%5D%3C=y%5B2%5D
0.8x-1.1%3C=3.1-0.6x
1.4x%3C=4.2
highlight%28x%3C=3%29
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y%5B1%5D in red, y%5B2%5D in green
+graph%28+300%2C+300%2C+-5%2C+5%2C+-5%2C+5%2C+0.8x-1.1%2C+3.1-0.6x%29+