The cost of $250 ft$ of cable is $$ 2950$ , what would $40 ft$ cost?

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Solution

Finding the cost of $40 ft$ of cable:
Given the cost of $250 ft$ of cable is $$ 2950$
Cost of $250 ft$ of cable $= $ 2950$
Cost of $1 ft$ of cable $= \frac{2950}{250}$
$= $ 11.8$
Cost of $40 ft$ of cable $= 11.8 \times 40$
$= $ 472$
Hence, the cost of $40 ft$ of cable is $$ 472$ .

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The cost of 250ft of cable is $2950, what would 40ft cost?

Finding the cost of 40ft of cable:Given the cost of 250ft of cable is $2950Cost of 250ft of cable =$2950Cost of 1ft of cable =2950250 =$11.8 Cost of 40ft of cable =11.8×40 =$472 Hence, the cost of 40ft of cable is $472.

The cost of $250 ft$ of cable is $$ 2950$ , what would $40 ft$ cost?

Finding the cost of $40 ft$ of cable:
Given the cost of $250 ft$ of cable is $$ 2950$
Cost of $250 ft$ of cable $= $ 2950$
Cost of $1 ft$ of cable $= \frac{2950}{250}$
$= $ 11.8$
Cost of $40 ft$ of cable $= 11.8 \times 40$
$= $ 472$
Hence, the cost of $40 ft$ of cable is $$ 472$ .