Give the function based on the given domain?
With the domain of { t#in# R}
Give two possible functions related to the domain
- with the domain of { t
#in# R/t#!=# 0}
- with the domain of t
#in# (-#oo# .-3) #uu# (-3,#oo# )
- with the domain of {x
#in# R/x#!=# 4 or x#!=# -2}
With the domain of { t
Give two possible functions related to the domain
- with the domain of { t
#in# R/t#!=# 0} - with the domain of t
#in# (-#oo# .-3)#uu# (-3,#oo# ) - with the domain of {x
#in# R/x#!=# 4 or x#!=# -2}
1 Answer
Feb 21, 2018
Some examples...
Explanation:
Using the fact that division by
Case
#f(t) = 1/t# #f(t) = ln abs(t)#
Case
-
#f(t) = 1/(t+3)# -
#f(t) = ln abs(t+3)#
Case
-
#f(t) = 1/((t-4)(t+2)) = 1/(t^2-2t-8)# -
#f(t) = ln abs(t^2-2t-8)#