Jacob has a collection of different cars. 27 out of them are red colour and they make 60% of the collection. how many cars does he how many cars does he have in all.
Answers
Answer:
To start, think about how we calculate percentages; we take the total and multiply by the percentage:
To start, think about how we calculate percentages; we take the total and multiply by the percentage:
To start, think about how we calculate percentages; we take the total and multiply by the percentage: total x 0.60 = 27 (the total number of cars, multiplied by 0.60 (for 60%) is 27 cars)
To start, think about how we calculate percentages; we take the total and multiply by the percentage: total x 0.60 = 27 (the total number of cars, multiplied by 0.60 (for 60%) is 27 cars)
To start, think about how we calculate percentages; we take the total and multiply by the percentage: total x 0.60 = 27 (the total number of cars, multiplied by 0.60 (for 60%) is 27 cars) To solve for the total number of cars, we rearrange this equation:
To start, think about how we calculate percentages; we take the total and multiply by the percentage: total x 0.60 = 27 (the total number of cars, multiplied by 0.60 (for 60%) is 27 cars) To solve for the total number of cars, we rearrange this equation:
To start, think about how we calculate percentages; we take the total and multiply by the percentage: total x 0.60 = 27 (the total number of cars, multiplied by 0.60 (for 60%) is 27 cars) To solve for the total number of cars, we rearrange this equation: total = 27/0.60 = 45 cars
Step-by-step explanation:
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Answer:
The number of total cars Jacob has is 45
Step-by-step explanation:
Let the number of total cars Jacob has be x
then,
According to question,
60% of x = 27
60x/100 = 27
6x = 27 ×10
x = 270/6
x = 45