Question

$Out \: of \: the \: total \: production \: of \: wheat \: and \: gram \: in \: a \: farmer, the \: production \: of \: wheat \: was \: \frac{3}{4} \: and \: the \: production \: of \: gram \: was \: \frac{1}{4} . If \: the \: production \: of \: wheat \: in \: the \: farmer's \: place \: is \: 600 \: quintals, \: then \: what \: is \: the \: quantity \: of \: gram \: in \: the \: quintal? \\(a) \: 800qu \\ (b) \: 300qu \\ (c) \: 200qu \\ (d) \: 400qu$
Solve this question⬆️⬆️⬆️

Don't Spam⚠️⚠️⚠️​

Answer 1

To Find :

The quantity of gram produced by the farmer

Given :

• Fraction of wheat = 3/4
• fraction of gram = 1/4
• Quantity of wheat = 600 quintals

Let's Assume :

• Total Production = x
• Production of wheat = 3x/4
• Production of gram = x - 3x/4

Solution :

So, Total quantity of wheat = 600 qu

So, 3x/4 = 600

or, 3x = 4×600

or, x = 4×200

or, x = 800

So, total Production = 800 qu

So, Production of gram = 800-600 = 200 qu

Hence, option c) 200 qu

is correct