G(-4,+4) → to G"(0,-1)
The abscises x to go from -4 yo 0, it should be translated by adding 4 to x
The ordinate y to go from + 4 to - 1, it should be translated by a adding -5 to y
Then the operation of (x, y) → (x+4 , y-5) is a translation ton go from G TO G"
(answer D)
Answer:
We conclude that both the points (0, -27) and (-9, 0) are on the line as both the points satisfy the equation.
Step-by-step explanation:
Given the equation
3y - 9x = -81
substituting the point (0, -27) in the equation
3y - 9x = -81
3(-27) - 9(0) = -81
-81 - 0 = -81
-81 = -81
L.H.S = R.H.S
so, the point satisfies the equation.
Thus, the point (0, -27) is on the line
now substituting the point (-9, 0) in the equation
3y - 9x = -81
3(0) - 9(-9) = -81
0 - 81 = -81
-81 = -81
L.H.S = R.H.S
so, the point satisfies the equation.
Thus, the point (-9, 0) is on the line
Therefore, we conclude that both the points (0, -27) and (-9, 0) are on the line as both the points satisfy the equation.
7 > 24/4 because 24/4=6 and 7 is > than 6
ANSWER
EXPLANATION
The given line is
This is a linear equation in two variables.
There are infinitely many solutions.
Let us solve for y.
Let
Then
The group of ordered pairs which are on the given line are represented by:
Where t is real number.