Jeff mowed 2/3 of a lawn in 52 minutes. At that rate, How long would it take him to mow the whole lawn?
the whole lawn is 3/3, or (3/2)*(2/3)
so, it will take 3/2 * 52 = 78 minutes
As a proportion,
x/1 = 52/(2/3)
34.666
To find out how long it would take Jeff to mow the whole lawn, we can use the given information that he mowed 2/3 of the lawn in 52 minutes.
Let's calculate the amount of time it would take for Jeff to mow 1/3 of the lawn. Since he completed 2/3 of the lawn in 52 minutes, it means he mowed 1/3 of the lawn in half that time.
1/3 of the lawn = 52 minutes / 2 = 26 minutes
So, Jeff takes 26 minutes to mow 1/3 of the lawn.
To find out how long it would take him to mow the whole lawn, we can multiply the time it takes to mow 1/3 of the lawn (26 minutes) by 3.
26 minutes x 3 = 78 minutes
Therefore, it would take Jeff 78 minutes to mow the whole lawn.
To find out how long it would take Jeff to mow the whole lawn, we need to determine the time it takes for him to mow 1/3 of the lawn and then multiply it by 3.
Since Jeff mowed 2/3 of the lawn in 52 minutes, we can calculate the time it took him to mow 1/3 of the lawn by dividing 52 by 2/3.
Dividing a number by a fraction is the same as multiplying it by the reciprocal of the fraction. So, we multiply 52 by the reciprocal of 2/3:
52 * (3/2) = 78 minutes
Therefore, it would take Jeff 78 minutes to mow 1/3 of the lawn.
To find the time it would take him to mow the whole lawn, we multiply the time to mow 1/3 of the lawn by 3:
78 * 3 = 234 minutes
Therefore, it would take Jeff 234 minutes to mow the whole lawn.