Question 113x + 5y = 0Complete the coordinates for this point that lies on this line:(–10, )
Question
Question 113
The equation of the line is given as:
113x + 5y = 0
Complete the coordinates for this point that lies on this line:
(–10, )
Solution
To find the y-coordinate of the point that lies on the line 113x + 5y = 0, we can substitute the given x-coordinate (-10) into the equation and solve for y.
The equation is: 113x + 5y = 0
Substitute x = -10 into the equation:
113*(-10) + 5y = 0 -1130 + 5y = 0
To solve for y, add 1130 to both sides of the equation:
5y = 1130
Then divide both sides by 5:
y = 1130 / 5 y = 226
So, the complete coordinates for the point that lies on this line are (-10, 226).
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