. A can do a work in 5 days less than the time taken by B to do it. If both of them together take 100 /9 days, then the time taken by B’ alone to do the same work (in days)
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To get time take by B alone to complete the work this is what is done
Let time taken by B=x days
Therefore time taken by A=x-5 days
Time taken by both is=100/9 days
We form the equation below
x+x-5=100/9
2x-5=100/9
2x=100/9+5
The next step is finding LCM of 9 and 1 which is 9,since
5 is the same as 5/1 as a fraction
2x=(100+45)/9
2x=145/9
To get x divide both sides by 2
Time taken by B alone ,x=145/18 days
Let time taken by B=x days
Therefore time taken by A=x-5 days
Time taken by both is=100/9 days
We form the equation below
x+x-5=100/9
2x-5=100/9
2x=100/9+5
The next step is finding LCM of 9 and 1 which is 9,since
5 is the same as 5/1 as a fraction
2x=(100+45)/9
2x=145/9
To get x divide both sides by 2
Time taken by B alone ,x=145/18 days
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