The matrix that is the coordinate matrix of the given quadrilateral is:
We know that the vertices of a quadrilateral are expressed in form of a matrix by placing the vertices along the column of a matrix.
i.e. the vertex A(-5,0) form the first column of a matrix and similarly the vertex B form the second column of the matrix ; C from the third column of the matrix and D form the third column of the matrix.
Hence, the answer is:
Matrix A
B.y = 1,000x
C.y = 1,000x – 25,000
D.y = 1,000x + 25,000
The equation that represents the profits as a function of time (in months) is
y = 1,000x + 25,000
Option D is the correct answer.
An equation is a mathematical statement that is made up of two expressions connected by an equal sign.
Example:
2x + 4 = 8 is an equation.
We have,
January month at x = 0 = $25,000
Amount of profit increased each month = $1,000
Now,
The equation that represents the profits after x months.
y = 25,000 + 1,000x
Thus,
The equation is y = 25,000 + 1,000x
Learn more about equations here:
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(x+6^2)