SOLUTION: given {{{k(x)=sqrt(x+1)}}} A.find k(-3) k(-2) k(-1) k(0) k(3) B. write the domain of k in interval notation C. construct the graph of k

Question 330139: given
A.find
k(-3)
k(-2)
k(-1)
k(0)
k(3)
B. write the domain of k in interval notation
C. construct the graph of k
Answer by Fombitz(32388) (Show Source): You can put this solution on YOUR website!

I'll do one, you do the rest.

Since is not defined, the answer is undefined.
.
.
.
Use the same method to get the other values unless they're undefined.
.
.
.
b) The domain is all x for which the function is defined.
The square root function requires non-negative arguments.

.
.
.
(,)
.
.
c)
.
.
.

RELATED QUESTIONS
given k(x)={{{sqrt(x+1)}}} find k(-3) find k(-2) find k(-1) find k(0) find k(3) (answered by solver91311)

Find the Value of K K.......3+K.........-10 1-K......2-K......... 5 = 48 2... (answered by Edwin McCravy)

Find k if the roots of the equation (k+3)x^2 - 2(k+1)x - (k+1) = 0 are equal. If k is not (answered by Boreal,MathTherapy)

Given the function k described by k(x) = x + 18, find each of the following. k(0) = _? (answered by ewatrrr)

If K is a constant, what is the value of K such that the polynomial K^2X^3-6kx+9 is... (answered by ikleyn)

Give the function k described by k(x)=x+13, find each of the following. k(0)= k(-1)= (answered by swincher4391)

solve for k in k/k+1=3/k^2-k-2 a. k=3 b/ k=-1 and k=2 c. k=-1 and k=3 d. k=-1 can... (answered by richwmiller)

Please help. Solve for k in k/k+1=3/k^2-k-2 Answer Options: A. k=-1 and k=2 B.... (answered by rothauserc)

f(x) = x^3 + (1 - k^2)x + k (a) Show that -k is a root of f. I've already solved this (answered by jsmallt9)