Option A,B,C,D,F are False
Option E is True
Step-by-step explanation:
Finding graphs of the equation: y= -4x+6
Checking all the options.
A) (-4,-10)
Plugging value of x as -4 and y as -10
-10=(-4)(-4)+6
-10 = 16+6
-10 ≠ 22
So, both sides of the equation will not be equal.
B) (-4,-22)
Plugging value of x as -4 and y as -22
-22=(-4)(-4)+6
-22=16+6
-22 ≠ 22
So, both sides of the equation will not be equal.
C) (1,10)
Plugging value of x as 1 and y as 10
10=(-4)(1)+6
10 = -4+6
10 ≠ 2
So, both sides of the equation will not be equal.
D) (1,-2)
Plugging value of x as 1 and y as -2
-2=(-4)(1)+6
-2 = -4+6
-2 ≠ 2
So, both sides of the equation will not be equal.
E) (4,-10)
Plugging value of x as 4 and y as -10
-10=(-4)(4)+6
-10 = -16+6
-10 = -10
So, both sides of the equation will be equal.
F) (4,-22)
Plugging value of x as 4 and y as -22
-22=(-4)(4)+6
-22 = -16+6
-22 ≠ -10
So, both sides of the equation will not be equal.
So, Option A,B,C,D,F are False
Option E is True
Keywords: Graph of equations
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