M(t)=15t
First let's find domain
He cannot bike for more than 12 hours
So maximum value of t is 12
As well as if we think practically
What is minimum time possible
It is 0
Because time cannot be negative
Hence domain is
[0,12]. Or we can say . 0=<t=<12
Where as range can be easily find out
Range is maximum and minimum value of M(t)
For t in the domain [0,12]
When t=0
M(0)=15t= 15*0
M(0)=0
While when t=12
M(12)=15*12
M(12)=180
Hence range is
[0,180]
Practical Domain and Range Let the function M(t) = 15t represent the distance in miles that...
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