Question

A builder needs three pipes of different lengths. The pipes are feet long, feet long, and feet long. How many feet of piping is required in all? (Hint: Try dividing each radicand by 6. ) feet feet feet feet.

Answer 1

All the square root term are equal then they can be added. Then the length of piping is needed in all is 98√6.

What is the length?

It is the measure of distance between the two points is called a length. It is a scalar quantity.

A builder needs three pipes of different lengths.

The pipes are 6√96 feet long, 12√150 feet long, and 2√294 feet long.

The length of pipes can be written as

$6\sqrt{96} = 6 \sqrt{2*2*2*2*2*3} = 24\sqrt6$

$12\sqrt{150} = 12 \sqrt{5*5*6} = 60\sqrt6$

$2\sqrt{294} = 2 \sqrt{6*7*7} = 14\sqrt6$

Since all the square root term are equal then they can be added.

$24 \sqrt{6} + 60 \sqrt{6} + 14\sqrt{6}\\\\98\sqrt{6}$

Thus, the length of piping is needed in all is 98√6.

More about the lenght link is given below.

https://brainly.com/question/8552546

Answer 2

Answer:

98 sqrt 6

Step-by-step explanation:

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