The total monthly salary of 4 men and 2 women is 46000 if a woman earns 500 more what's the monthly salary of the woman
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Let men be x = 4x
and women be y = 2y
A.T.Q,
4x + 2y = 46,000
2(2x+y) = 46,000
2x + y = 23000 _______(i)
Thus by this , A woman earns twice than one man... _____(ii)
4x + 2x = 46000
6x = 46000
x = 7666.67
substituting value in (i)
2(7666.67) + 7666.67 = ~23000.01
Hence, eq.(ii) proved...
Now A.T.Q ,
7666.67 + (7666.67+500) = 15833.34
and women be y = 2y
A.T.Q,
4x + 2y = 46,000
2(2x+y) = 46,000
2x + y = 23000 _______(i)
Thus by this , A woman earns twice than one man... _____(ii)
4x + 2x = 46000
6x = 46000
x = 7666.67
substituting value in (i)
2(7666.67) + 7666.67 = ~23000.01
Hence, eq.(ii) proved...
Now A.T.Q ,
7666.67 + (7666.67+500) = 15833.34
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