A toy manufacturing unit produces 20000 toys in a year. If the production is increasing at the rate of 8% p.a, then how many toys will be produced after 3 years?
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Answered by
17
heya!!
question -
A toy manufacturing unit produces 20000 toys in a year. If the production is increasing at the rate of 8% p.a, then how many toys will be produced after 3 years?
solution -
Toys manufactured in each year = 20,000
Rate of production increasing p.a = 8%
Production after 3 years = 20,000 + ( 8 × 3 = 24 ) %
=> 20,000 / 24 × 100
=> 200 × 24
=> 4800
So the total production -
=> 20,000 + 4800
=> 24,800
Hence, after 3 years 24,800 toys will be manufactured.
#hope it helps..!!
question -
A toy manufacturing unit produces 20000 toys in a year. If the production is increasing at the rate of 8% p.a, then how many toys will be produced after 3 years?
solution -
Toys manufactured in each year = 20,000
Rate of production increasing p.a = 8%
Production after 3 years = 20,000 + ( 8 × 3 = 24 ) %
=> 20,000 / 24 × 100
=> 200 × 24
=> 4800
So the total production -
=> 20,000 + 4800
=> 24,800
Hence, after 3 years 24,800 toys will be manufactured.
#hope it helps..!!
hosvi:
tge answer 25194
Answered by
5
Answer:
question -
A toy manufacturing unit produces 20000 toys in a year. If the production is increasing at the rate of 8% p.a, then how many toys will be produced after 3 years?
solution -
Toys manufactured in each year = 20,000
Rate of production increasing p.a = 8%
Production after 3 years = 20,000 + ( 8 × 3 = 24 ) %
=> 20,000 / 24 × 100
=> 200 × 24
=> 4800
So the total production -
=> 20,000 + 4800
=> 24,800
Hence, after 3 years 24,800 toys will
Be produced
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