The dimensions of a car petrol tank are $50 c m \times 32 c m \times 24 c m,$ which is full of petrol. If car's average consumption is 15 km per litre, find the maximum distance that can be covered by the car.

506 k m

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500 k m

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570 k m

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576 k m

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Solution

The correct option is D $576 k m$
Quantity of petrol $=$ Volume of car's petrol tank
$= 50 \times 32 \times 24 = 38, 400 {c m}^{3}$
In $1 {c m}^{3} = 0.001$ litre
$∴$ In $38400 {c m}^{3} = 0.001$ litre
Now, in 1 liter car travels 15km
In 38.4 liters can travels $15 \times 38.4 = 576 k m$

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The dimensions of a car petrol tank are 50cm×32cm×24cm, which is full of petrol. If car's average consumption is 15 km per litre, find the maximum distance that can be covered by the car.

The correct option is D 576kmQuantity of petrol = Volume of car's petrol tank =50×32×24=38,400cm3In 1cm3=0.001 litre∴ In 38400cm3=0.001 litreNow, in 1 liter car travels 15km In 38.4 liters can travels 15×38.4=576km

The dimensions of a car petrol tank are $50 c m \times 32 c m \times 24 c m,$ which is full of petrol. If car's average consumption is 15 km per litre, find the maximum distance that can be covered by the car.

The correct option is D $576 k m$
Quantity of petrol $=$ Volume of car's petrol tank
$= 50 \times 32 \times 24 = 38, 400 {c m}^{3}$
In $1 {c m}^{3} = 0.001$ litre
$∴$ In $38400 {c m}^{3} = 0.001$ litre
Now, in 1 liter car travels 15km
In 38.4 liters can travels $15 \times 38.4 = 576 k m$