yes.............................................
Answer:
The answer is C
Step-by-step explanation:
Why does the problem of finding the "zeros" (the inputs where a function assumes the value of zero OR the value inputs for which the function is equal to zero) of a function receive such disproportionate attention in ALGEBRA?
(D) is wrong because zero is not the minimum value that a function can assume. A function could assume or be equal to a negative number or term and negative figures are less than zero.
The answer is (C) because knowing the zeros of a function allows you to determine the end behaviour of the function and the vertical & horizontal asymptotes on a graph/cartesian plane.
The following coordinates represent a parallelogram.
This is an arithmetic sequence because a geometric sequence is written out as
a,ar,ar^2,ar^3 and so on.
This one is D.
The y-intercept has to be below 20 and the slope has to be above 1.
