In a factory, five varieties of vehicles were manufactured in a year, whose break up is given below. Represent this data with the help of a pie chart.
Vehicle Scooter Motorbike Car Jeep Van
Number $3000$ $4000$ $1500$ $1000$ $500$

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Solution

Totalnumber of vehicles $= 3000 + 4000 + 1500 + 1000 + 500 = 10000$
Number of scooters $= \frac{3000}{10000} = 0.3$
Number of motorbikes $= \frac{4000}{10000} = 0.4$
Number of cars $= \frac{1500}{10000} = 0.15$
Number of jeeps $= \frac{1000}{10000} = 0.1$
Number of vans $= \frac{500}{10000} = 0.05$

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Vehicle	Scooter	Motorbike	Car	Jeep	Van
Number	$3000$	$4000$	$1500$	$1000$	$500$

In a factory, five varieties of vehicles were manufactured in a year, whose break up is given below. Represent this data with the help of a pie chart.VehicleScooterMotorbikeCarJeepVanNumber3000400015001000500

Totalnumber of vehicles =3000+4000+1500+1000+500=10000Number of scooters =300010000=0.3Number of motorbikes =400010000=0.4Number of cars =150010000=0.15Number of jeeps =100010000=0.1Number of vans =50010000=0.05

In a factory, five varieties of vehicles were manufactured in a year, whose break up is given below. Represent this data with the help of a pie chart.
Vehicle Scooter Motorbike Car Jeep Van
Number $3000$ $4000$ $1500$ $1000$ $500$

Totalnumber of vehicles $= 3000 + 4000 + 1500 + 1000 + 500 = 10000$
Number of scooters $= \frac{3000}{10000} = 0.3$
Number of motorbikes $= \frac{4000}{10000} = 0.4$
Number of cars $= \frac{1500}{10000} = 0.15$
Number of jeeps $= \frac{1000}{10000} = 0.1$
Number of vans $= \frac{500}{10000} = 0.05$