Question 7, 7.1.33HW Score: 71.43%, 5 of 7Part 2 of 2pointsPoints: 0 of 1Find the missing coordinate to complete the ordered-pair solution to the given linear equation5x−4y=27(a) (−1,(b) (,2)
Q. Question 7, 7.1.33HW Score: 71.43%, 5 of 7Part 2 of 2pointsPoints: 0 of 1Find the missing coordinate to complete the ordered-pair solution to the given linear equation5x−4y=27(a) (−1,(b) (,2)
Substitute and Solve for y: To find the missing y-coordinate for the point (−1,?), substitute x=−1 into the equation 5x−4y=27 and solve for y.5(−1)−4y=27−5−4y=27
Addition to Isolate y: Now, add 5 to both sides of the equation to isolate the term with y. −5+5−4y=27+5−4y=32
Divide to Solve for y: Next, divide both sides by −4 to solve for y.−4−4y=−432y=−8
Substitute and Solve for x: For the point (?,2), substitute y=2 into the equation 5x−4y=27 and solve for x.5x−4(2)=275x−8=27
Addition to Isolate x: Add 8 to both sides of the equation to isolate the term with x.5x−8+8=27+85x=35
Divide to Solve for x: Finally, divide both sides by 5 to solve for x.55x=535x=7
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