यदि \(GNP_{MP}=1000\) करोड़, depreciation (120) करोड़ और (NIT=70) करोड़ है, तो \(NNP_{FC}\) कितना होगा?

If \(GNP_{MP}=1000\) crore, depreciation is (120) crore and (NIT=70) crore, what will be \(NNP_{FC}\)?

Explanation opens after your attempt
Correct Answer

A. 810 करोड़810 crore

Step 1

Concept

\(NNP_{MP}=1000-120=880\), then \(NNP_{FC}=880-70=810\) crore. First make it net, then convert to factor cost.

Step 2

Why this answer is correct

The correct answer is A. 810 करोड़ / 810 crore. \(NNP_{MP}=1000-120=880\), then \(NNP_{FC}=880-70=810\) crore. First make it net, then convert to factor cost.

Step 3

Exam Tip

\(NNP_{MP}=1000-120=880\), फिर \(NNP_{FC}=880-70=810\) करोड़। पहले net बनाएं फिर factor cost पर बदलें।

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यदि \(GNP_{MP}=1000\) करोड़, depreciation (120) करोड़ और (NIT=70) करोड़ है, तो \(NNP_{FC}\) कितना होगा? / If \(GNP_{MP}=1000\) crore, depreciation is (120) crore and (NIT=70) crore, what will be \(NNP_{FC}\)?

Correct Answer: A. 810 करोड़ / 810 crore. Explanation: \(NNP_{MP}=1000-120=880\), फिर \(NNP_{FC}=880-70=810\) करोड़। पहले net बनाएं फिर factor cost पर बदलें। / \(NNP_{MP}=1000-120=880\), then \(NNP_{FC}=880-70=810\) crore. First make it net, then convert to factor cost.

Which concept should I revise for this Economics MCQ?

\(NNP_{MP}=1000-120=880\), then \(NNP_{FC}=880-70=810\) crore. First make it net, then convert to factor cost.

What exam hint can help solve this Economics question?

\(NNP_{MP}=1000-120=880\), फिर \(NNP_{FC}=880-70=810\) करोड़। पहले net बनाएं फिर factor cost पर बदलें।