
If the rice production in 2003 was 4 lac tons, what was its wheat production during 2003?
Instead of multiplying directly, this can be solved by setting up a proportion, which helps when a ratio is given as "wheat : rice" rather than as a plain decimal.
From the graph, for the year 2003, wheat : rice $= 1.2 : 1$, which is the same as $6:5$ (multiplying both parts by 5).
Let the wheat production be $w$ lac tons. Since rice production is 4 lac tons, and the ratio of wheat to rice is $6:5$:
\[ \frac{w}{4} = \frac{6}{5} \]Cross multiplying:
\[ 5w = 24 \Rightarrow w = 4.8 \]Let's summarize:
So the wheat production in 2003 was 4.8 lac tons, matching option (C).

If the rice production in 2003 was 4 lac tons, what was its wheat production during 2003?

In how many years was wheat production more than the rice production?

If the total annual grain requirement (wheat + rice) of the state is 5 lac tons and the rice production during 2001 was 3 lac tons, how much grain had to be imported from other states to fulfill the requirement?

In how many years was wheat production more than the rice production?