Respuesta :
If she rode at the same speed it means the speed was same all the time. THis allows us to calculate average speed.
Average speed is defined by a formula:
[tex]speed = \frac{distance}{time} [/tex]
We have:
distance = 33.48 miles
time = 2.7 hours
speed = ?
[tex]speed = \frac{33.48}{2.7} \\ speed = 12.4 mph[/tex]
Average speed is defined by a formula:
[tex]speed = \frac{distance}{time} [/tex]
We have:
distance = 33.48 miles
time = 2.7 hours
speed = ?
[tex]speed = \frac{33.48}{2.7} \\ speed = 12.4 mph[/tex]
To solve this problem you must apply the formula for calculate the speed, which is:
V=d/t
V is the speed.
d is the distance (d=33.48 miles).
t is the time (t=2.7 hours).
Then, when you substitute this values into the formula for calculate the speed, you obtain:
V=d/t
V=33.48 miles/2.7 hours
Therefore, the result is:
V=12.40 miles/hour
What was her speed in miles per hours?
The answer is: 12.40 miles/hour
V=d/t
V is the speed.
d is the distance (d=33.48 miles).
t is the time (t=2.7 hours).
Then, when you substitute this values into the formula for calculate the speed, you obtain:
V=d/t
V=33.48 miles/2.7 hours
Therefore, the result is:
V=12.40 miles/hour
What was her speed in miles per hours?
The answer is: 12.40 miles/hour