SOLUTION: what is the answer to
g(k(j(0))) using these four functions
g(t)=10+4t , h(t)=t^2-4 , j(t)=5(t+5) , k(t)=5t-4
Algebra.Com
Question 603054: what is the answer to
g(k(j(0))) using these four functions
g(t)=10+4t , h(t)=t^2-4 , j(t)=5(t+5) , k(t)=5t-4
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
g(k(j(0))) using these four functions
g(t)=10+4t , h(t)=t^2-4 , j(t)=5(t+5) , k(t)=5t-4
=============================
g(k(j(0)))
= g(k(25)))
= g(121)
----
= 10 + 4*121
= 494
================
Cheers,
Stan H.
================
RELATED QUESTIONS
I= {h(t)*([4]t^4 + [2]t^3 + [6]t^2 + [4]t + [5]) + k(t)*([3]t^3 + [5]t^2 + [6]t):h(t),... (answered by venugopalramana)
A. Let g(t) be the solution of the initial value problem
4t(dy/dt)+y=0, t>0,
with... (answered by robertb)
t/j = 4/9
t = 2(j-21)
find t and j, and then... (answered by Solver92311)
J=k/t+nq, Solve for... (answered by jim_thompson5910)
The diagram shows a rectangle that has been dissected into nine non-overlapping squares.... (answered by ikleyn)
A stone is thrown straight up from the ground. The height above the ground, h(t) metres... (answered by macston)
Solve the following Proof:
1. G => (S&T)
2. (S v T) => J
3. G /J (answered by math_helper)
Complete the truth table to show whether the following argument is valid or invalid. If... (answered by solver91311)
t^2-k^2<6
t+k>4
t and k are positive in integers if t>k what is the value of t?
(answered by rothauserc)