In 2015 what is the difference between the amount of PDS supply and that used in export ?


Always convert graph values into actual numbers (thousand tonnes → tonnes) before applying percentages.
Step 1: Find total production in 2015 From the graph, in 2015:
Rice = 300
Wheat = 150
Pulses = 250
Maize = 350
Total = \( 300 + 150 + 250 + 350 = 1050 \) thousand tonnes = \( 1050000 \) tonnes.
Step 2: Percentage distribution in 2015 From the table:
Export = 15% of production,
PDS supply = 20% of production.
Step 3: Calculate quantities Export = \( 15\% \times 1050000 = 157500 \) tonnes.
PDS supply = \( 20\% \times 1050000 = 210000 \) tonnes.
Step 4: Find difference Difference = \( 210000 - 157500 = 52500 \) tonnes. \[ \boxed{52500 \text{ tonnes}} \]
Correction: the closest correct option is (d)
Rather than computing the PDS supply and export quantities separately and then subtracting, the difference can be found in one step using the difference in their percentages.
Total production in 2015. From the chart: Rice \(=300\), Wheat \(=150\), Pulses \(=250\), Maize \(=350\) (thousand tonnes), so total \[ =300+150+250+350=1050\ \text{thousand tonnes}=1{,}050{,}000\ \text{tonnes}. \]
Using the percentage-point gap directly. PDS supply is 20% of production and export is 15%, so the difference between them is simply \((20-15)\%=5\%\) of the total production: \[ \text{Difference}=5\%\times1{,}050{,}000=52{,}500\ \text{tonnes}. \]
Taking the percentage-point gap directly avoids computing the two absolute quantities separately, and confirms the same answer.
So the correct answer is 52500 tonnes.
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