A man's working hours in a day were increased by 10 % and his wages per hour were increased by 20 % by how much per cent were his daily earning increased?
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Let initial working time be x and wages per hour be y
Initial wages daily = xy
So, after 10% increase in working time
Final Working time = x + 10x/100 = 1.1x
And after 20% increase in wages per hour
Final wages per hour = y + 20y/100 = 1.2y
Final wages daily = 1.1x * 1.2y = 1.32 xy
Increase in wages daily = 1.32xy - xy = 0.32 xy
Percentage increase in daily wages = (0.32xy/xy)*100 = 32%
Initial wages daily = xy
So, after 10% increase in working time
Final Working time = x + 10x/100 = 1.1x
And after 20% increase in wages per hour
Final wages per hour = y + 20y/100 = 1.2y
Final wages daily = 1.1x * 1.2y = 1.32 xy
Increase in wages daily = 1.32xy - xy = 0.32 xy
Percentage increase in daily wages = (0.32xy/xy)*100 = 32%
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