Question

A machine costs 36,000. Its value depreciates at the rate of 10% during the first year and
increase at the rate of 20% during the second year. Find the value of the machine after 2 years?
d then​

Answer 1

Answer:

$44784

Step-by-step explanation:

Amount at 1st year=3600(1+10/100)1

=39600

Amount at 2nd year=39600(1+20/100)2=55024

Answer 2

The value of machine after 2 year would be 38,880

Step-by-step explanation:

Given,

The original cost of machine = 36,000,

During first year,

Decay percentage = 10%,

So, the value of machine after 1 year = (100-10)% of 36000

= 90% of 36000

$=\frac{90\times 36000}{100}$

$=90\times 360$

= 32400

During second year,

Growth percentage = 20%,

So, the value of machine in second year = (100+20)% of 32400

= 120% of 32400

$=\frac{120\times 32400}{100}$

$=120\times 324$

= 38880

#Learn more :

During every year the value of machine depreciates by 10% find the original cost of a  machine which depreciates by 2250 during the second year.​

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