Joey wants to make a platform that is 7 feet wide and 10 feet long. If he uses boards that measure 6 inches wide by 2 feet long, how many boards will he need to complete the job?

Respuesta :

he will need 70 boards.

Answer: 70 boards.

Step-by-step explanation: To solve this problem we just need to divide the mesurements of the platform by the mesurements of the boards (dividing the widths and the lenghts respectively), notice that the mesurements that we are dividing, must have the same units (inches or feet).

Width:

n1(number of boards to fill in the width)=width of the platform/width of the boards

width of the platform= 7 feet* 12 inches/1feet=84inches

n1=84inches/6inches=14.

Lenght:

n2(number of boards to fill in the lenght)=lenght of the platform/lenght ofthe boards

n2=10feet/2feet=5

The total number of boards will be the multiplication of n1 by n2:

N=n1*n2

N=14*5

N=70 boards.

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