SOLUTION: n[m(t)] if n(x) = 3^x and m(t) = SQRT(t) + 1 A. SQRT(3^x) + 1 B. 3[SQRT(t)] C. SQRT(t) + 3 D. 3[SQRT(t) + 1] E. 3[SQRT(t)] + 3 F. SQRT(3^x) + 3

Algebra ->  Functions -> SOLUTION: n[m(t)] if n(x) = 3^x and m(t) = SQRT(t) + 1 A. SQRT(3^x) + 1 B. 3[SQRT(t)] C. SQRT(t) + 3 D. 3[SQRT(t) + 1] E. 3[SQRT(t)] + 3 F. SQRT(3^x) + 3       Log On


   

Question 980055: n[m(t)] if n(x) = 3^x and m(t) = SQRT(t) + 1
A. SQRT(3^x) + 1
B. 3[SQRT(t)]
C. SQRT(t) + 3
D. 3[SQRT(t) + 1]
E. 3[SQRT(t)] + 3
F. SQRT(3^x) + 3
Answer by josh_jordan(263) About Me  (Show Source):
You can put this solution on YOUR website!
To solve, you would insert the value of sqrt%28t%29%2B1 into the x in 3^x. So, the answer would be 3%2A%28sqrt%28t%29%2B1%29

Answer: D