Sum of salary of a and b is 2100 . A spend 80 percent of his salary and b spend 70 per of his salary and there ratio of saving is 4:3 . Find A’s salary
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here is your answer
Solution
Saving ratios = 4:3
The saving are 4x, 3x respectively
It's given that A spend 80% and B spend 70% of his income
So their savings are
A savings is = 100 -80
< A savings = 20% >
B saving is = 100- 70
< B savings = 30% >
A savings = 4x
20% of A salary = 4x
20/100 * A salary = 4x
A salary = 20 /100 *4x
< A salary = 20x >
30% of B salary = 3x
30 /100 * B salary = 3x
B salary = 100 /30 * 3x
< B salary = 10x >
< Total salary of A + B >
20x + 10x = 2100
30x = 2100
x = 2100/30
x = 70
< hence the A salary is >
A salary = 70 * 20
A salary = 1400
hence your answer is 1400
hope it helps
thank you
here is your answer
Solution
Saving ratios = 4:3
The saving are 4x, 3x respectively
It's given that A spend 80% and B spend 70% of his income
So their savings are
A savings is = 100 -80
< A savings = 20% >
B saving is = 100- 70
< B savings = 30% >
A savings = 4x
20% of A salary = 4x
20/100 * A salary = 4x
A salary = 20 /100 *4x
< A salary = 20x >
30% of B salary = 3x
30 /100 * B salary = 3x
B salary = 100 /30 * 3x
< B salary = 10x >
< Total salary of A + B >
20x + 10x = 2100
30x = 2100
x = 2100/30
x = 70
< hence the A salary is >
A salary = 70 * 20
A salary = 1400
hence your answer is 1400
hope it helps
thank you
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