What is the difference between the total number of cars in State-3 and the number of petrol engine cars in State-2?

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106

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112

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102

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Solution

The correct option is E
98

Number of cars in State-3 $= 700 \times \frac{32}{100} = 224$

Number of petrol cars in State-2 $= 700 \times \frac{28}{100} \times \frac{9}{14} = 126$

$∴ D i f f e r e n c e = 224 - 126 = 98$

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Q. Statements
The cost of manufacturing cars in state A is 30% less than the cost of manufacturing cars in state B. Even after transportation fee for the differential distances between states A and B and the interstate taxes, it is cheaper to manufacture cars in state B than state A for selling these cars in state C. Which of the following supports the conclusion drawn in the above statement?

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What is the difference between the total number of cars in State-3 and the number of petrol engine cars in State-2?

The correct option is E 98 Number of cars in State-3 =700×32100=224 Number of petrol cars in State-2 =700×28100×914=126 ∴Difference=224–126=98

The correct option is E
98

Number of cars in State-3 $= 700 \times \frac{32}{100} = 224$

Number of petrol cars in State-2 $= 700 \times \frac{28}{100} \times \frac{9}{14} = 126$

$∴ D i f f e r e n c e = 224 - 126 = 98$