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The ordered pairs (2,-21) and (5,-45) are solutions to which of the following equations? y = -8x - 5 y = -8x + 5 <---- my answe...Asked by HELP!
the ordered pairs (2, -21) and (5, -45) are solutions to which of the following equations?
y = -8x - 5
y = -8x + 5**
y = 8x - 5
y = 8x + 5
y = -8x - 5
y = -8x + 5**
y = 8x - 5
y = 8x + 5
Answers
Answered by
Steve
Nope.
-8(2) + 5 = -16 + 5 = -11
-8(2) + 5 = -16 + 5 = -11
Answered by
patricia
y=-8x-5: 4x+17=8x+5 group like terms 17+4x=8x+5 reorder the terms:17+4x=5+8x,17 +4x+8x=5+8x+-8x combine like terms: 4x+-8x=-4x combine thd terms: 8x+-8=0 17+-4x =5+0 17+-4x=5 17+-17+-4x=5+-17 combine like terms 17+-17=0 0+-4x=5+-17 combine the terms 5+-17=-12 -4x=-12 divide each sideby-4 x=3
Answered by
Kris
The answer is A
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