A farmer spends 30- of his earning of a month on buying seeds and deposits 15- of his earning in the bank- If he spent Rs 9000 on these two items- then his total earning of the month isRs- 10-000Rs- 20-000Rs- 24-000Rs- 25-000

Question

Toppr Admin · Accepted Answer

Let the total earning of farmer be x Rs- Then-30100x-15100x-900045100x-9000x-9000-xD7-10045x-20-000Rs-

A farmer spends 30% of his earning of a month on buying seeds and deposits 15% of his earning in the bank. If he spent Rs 9000 on these two items, then his total earning of the month is
$R s . 10.000$
$R s . 20, 000$
$R s . 24, 000$
$R s . 25, 000$

Let the total earning of farmer be $x$ Rs. Then,

$\frac{30}{100} x + \frac{15}{100} x = 9000$

$\frac{45}{100} x = 9000$

$x = \frac{9000 \times 100}{45}$

$x = 20, 000 R s .$

A farmer spends 30% of his earning of a month on buying seeds and deposits 15% of his earning in the bank. If he spent Rs 9000 on these two items, then his total earning of the month isRs.10.000Rs.20,000Rs.24,000Rs.25,000

Let the total earning of farmer be x Rs. Then,30100x+15100x=900045100x=9000x=9000×10045x=20,000Rs.

A farmer spends 30% of his earning of a month on buying seeds and deposits 15% of his earning in the bank. If he spent Rs 9000 on these two items, then his total earning of the month is
$R s . 10.000$
$R s . 20, 000$
$R s . 24, 000$
$R s . 25, 000$

Let the total earning of farmer be $x$ Rs. Then,

$\frac{30}{100} x + \frac{15}{100} x = 9000$

$\frac{45}{100} x = 9000$

$x = \frac{9000 \times 100}{45}$

$x = 20, 000 R s .$