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Use a table or a graph to determine whether each ordered pair is a solution of the given equation. $-6 x+5 y=-6 ;(1,0) \cdot\left(2, \frac{6}{3}\right)$

   Use a table or a graph to determine whether each ordered pair is a solution of the given equation. $-6 x+5 y=-6 ;(1,0) \cdot\left(2, \frac{6}{3}\right)$
Intermediate Algebra: A Graphing Approach
Intermediate Algebra: A Graphing Approach
Elayn Martin-Gay,… 5th Edition
Chapter 2, Problem 31 ↓
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Use a table or a graph to determine whether each ordered pair is a solution of the given equation. $-6 x+5 y=-6 ;(1,0) \cdot\left(2, \frac{6}{3}\right)$
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Transcript

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00:01 In this problem, we're going to use the equation negative 6x plus 5y equals negative 6.
00:06 And we're given two sets of coordinates.
00:08 We're going to see if one of these sets of coordinates, if not both, can be the solution to the equation.
00:16 This means that if i plug the numbers in the coordinates, the x and y, in place of the x and y in our equation, we want to see if we can come up with the correct solution.
00:26 If we don't, these cannot be a solution to the equation.
00:32 So let's start with our first point, which is 1 -0.
00:35 Our x -cordinate is 1.
00:38 Our y -cordinate is 0.
00:39 So we're going to rewrite this equation with 1 and 0 in place of x and y.
00:45 So we're going to have negative 6 times 1 plus 5 times 0 equals negative 6...
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