It took Liam q5 minutes to tife his bike three miles convert this ratio int a unit rate by finding how long may minutes did he take tot travel one mile
To convert the ratio of 5 minutes to 3 miles into a unit rate, we need to find how many minutes it took Liam to travel one mile.
To do this, we can divide the number of minutes by the number of miles:
5 minutes ÷ 3 miles
The quotient will give us the unit rate, or how many minutes it took Liam to travel one mile. However, it is important to note that this may not be a whole number.
So, the unit rate is 5/3 minutes per mile, or approximately 1.67 minutes per mile.
To find the unit rate, we need to determine how many minutes it took Liam to travel one mile.
Given that Liam took q5 minutes to travel three miles, we can set up a proportion:
q5 minutes / 3 miles = x minutes / 1 mile
To solve for x, we can cross-multiply:
3 * x = q5 * 1
3x = q5
Now, divide both sides of the equation by 3 to isolate x:
x = q5 / 3
Since the question did not specify the value of q, we cannot determine the exact unit rate. However, the unit rate can be expressed as q5/3 minutes per mile.
To convert the given ratio into a unit rate, we need to find out how long Liam took to travel one mile.
The given ratio is:
Time taken = 5 minutes / 3 miles
To find the unit rate, we need to divide the time by the distance. So, divide the time taken by the number of miles:
Unit rate = (5 minutes) / (3 miles)
To simplify the unit rate, divide both the numerator and denominator by the same number to get the simplest form:
Unit rate = (5 minutes) ÷ (3 miles)
= 5/3 minutes per mile
Hence, Liam took 5/3 minutes to travel one mile, which is approximately 1.67 minutes per mile.