Question

A man is building a gazebo and plans to use for the floor four boards that are 14 and five eighths feet ​, two boards that are 11 and three fourths feet ​, and two boards that are 6one half feet. Find the total number of feet in all the boards.

Answer 1

Answer:

95 feet

Explanation:

We have given that 4 boards are of $14\frac{5}{8}feet$ so total number of feet of 4 boards = $4\times \frac{117}{8}=58.5feet$

Two board are of $11\frac{3}{4}=\frac{47}{4}feet$ so total number of feet of two board $=2\times \frac{47}{4}=23.5feet$

And two boards are of $6\frac{1}{2}=\frac{13}{2}feet$ so total feet $2\times \frac{13}{2}feet=13 feet$

So total height of all boards = 58.5+23.5+13=95 feet