Question

In 3/4 of an hour ryan codes 3/5 of his game at this rate how much of the game can he code in 1 hour

Answer 1

Ryan in 1 hour can code 4/5 of his game

Explanation:

we know that

In 3/4 of an hour Ryan codes 3/5 of his game

so

using proportion

Find out how much of the game can he code in 1 hour

Let

x ----> fraction of the game that Ryan can code in 1 hour

`((3/4))/((3/5))(hours)/(code) =(1)/(x)(hour)/(code) \\\\x=(3/5)/(3/4)\\\\x=(12)/(15)\ code`

Simplify

`x=(4)/(5)\ code`

therefore

Ryan in 1 hour can code 4/5 of his game