Roscoe rides his bike at least 10 miles but not more than 30 miles. He rides at an average rate of 10.5 miles per hour. The amount of time it takes for Roscoe to ride his bike m miles is represented by a function.
t(m)=m10.5
What is the practical domain of the function?
All real numbers from 10 to 30, inclusive.
All multiples of 10 between 10 and 30, inclusive.
All integers from 10 to 30, inclusive.
All real numbers.
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OpenStudy (518nad):
okay, can you tell me what you will be plotting on the x axis this time
OpenStudy (518nad):
or on the horizontal axis
OpenStudy (errinss):
10.5
OpenStudy (518nad):
the m
OpenStudy (errinss):
30
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OpenStudy (518nad):
|dw:1477677622410:dw|
OpenStudy (518nad):
so its like this, we plot m horizontally and the time for m on the y axis like so
OpenStudy (518nad):
Roscoe rides his bike at least 10 miles but not more than 30 miles
so remember the domain is the values on the horizontal axis we will look at
OpenStudy (errinss):
is it C?
OpenStudy (518nad):
no
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OpenStudy (518nad):
does length or miles, have to just be in integers?
OpenStudy (518nad):
1.5 miles still makes sense right
OpenStudy (errinss):
all real numbers
OpenStudy (518nad):
right
OpenStudy (518nad):
wait no...
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OpenStudy (518nad):
i thought u were saying its 10 to 30 and real numbers..
OpenStudy (518nad):
dont forget the 10 to 30 they specified in the question