SOLUTION: what is the ordered pair for y=-10x+6

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Question 547861: what is the ordered pair for y=-10x+6
Found 4 solutions by richard1234, Alan3354, mathie123, JBarnum:
Answer by richard1234(7193) About Me  (Show Source):
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Instead of using the word "the," use "and." "The" implies that there is only one ordered pair, when there are infinitely many.

To find an ordered pair, simply replace x with some value that is in the domain of the function. For example, if x = 1, y = -10(1) + 6 = -4. The corresponding ordered pair (x,y) is (1,-4).

Answer by Alan3354(69443) About Me  (Show Source):
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what is the ordered pair for y=-10x+6
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There are an infinite # of them.
Pick any value for x and find y --> (x,y)
eg, (0,6), (-50,506)

Answer by mathie123(224) About Me  (Show Source):
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There are an infinite number of ordered pairs for this. An ordered pair is an (x,y) such that if you put these values of x and y into your equation your right hand side will equal your left hand side.
For example, one ordered pair I will let x=0 (you can pick any x, just need to find the matching y )
If x=0:
y=-10%2A0%2B6
y=6
So one ordered pair is (0,6)
Hopefully this helps:)

Answer by JBarnum(2146) About Me  (Show Source):
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(0,6)(1,-4)
intercept is given at 0,6 where b=6
the slope is given at -10/1 which means on the graph you go down 10 and to the right 1. so 10 down from 6 is -4 and 1 right of 0 is 1