SOLUTION: Find the domain of the function.
H(t) = (36-t^2)/(6 - t)
Algebra.Com
Question 897055: Find the domain of the function.
H(t) = (36-t^2)/(6 - t)
Answer by josgarithmetic(39620) (Show Source): You can put this solution on YOUR website!
The restriction happens in the denominator. t=6 causes zero, not acceptable for denominator.
RELATED QUESTIONS
find the domain of the function... (answered by stanbon,solver91311)
Please help...
Find the domain and range of the function F(t)=... (answered by Nate,venugopalramana)
Find the domain of the function:... (answered by vksarvepalli,drk)
Find the domain of the rational function.
{{{s(T)=(t^2+3)/(3t)}}}
Need help... (answered by nerdybill)
Find the domain of f(t)=(t+3)/(t(t+2))
Thank... (answered by scott8148)
Find the domain of f(t)=(t+3)/(t(t+2))
Thank... (answered by scott8148,jim_thompson5910)
find the domain of each:
f(t)=t/t(t+7)... (answered by stanbon)
Find the domain of the function... (answered by fractalier)
Find the domain of the function g(t) = √t −1/ 5−t
(answered by Boreal)