There are 45 vehicles in a parking lot. Three fifths of the vehicles are minivans. How many of the vehicles in the parking lot are minivans?
I am confused on how to figure out the above answer. Would you be able to assist me with this please.
3/5 * 45 = 27
I understand 3/5 times but when you do the times 45 do you put 45 at the top or bottom and what do you multiply by what to get the number 27?
Would the actual answer be 27/45 so then just 27?
3 times 45 = 135
135/5 = 27
when you multiply fractions, you multiply numerators and denominators. Then cancel common factors to reduce to lowest terms.
2/3 * 9/7 = 18/21 = 3*6 / 3*7 = 6/7
3/5 * 45 = (3*45)/5 = (3*9*5)/5 = 3*9 = 27
You know that 1/5 of 45 is 9, so 3/5 is 3*9 = 27
Thank you Ms. Sue
You do 45 divided by 9 to get 5 which is denominator of 3/5, and then 9 x 3=27.
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Of course! I can help you figure out the answer to your question.
To find out how many of the vehicles in the parking lot are minivans, you need to calculate three fifths of the total number of vehicles.
Step 1: Determine the total number of vehicles in the parking lot.
You mentioned that there are 45 vehicles in total.
Step 2: Calculate three fifths of the total number of vehicles.
To find three fifths of a number, multiply that number by 3/5.
In this case, multiply 45 by 3/5:
(45) * (3/5) = 135/5 = 27
So, there are 27 minivans in the parking lot.