Question

Rahul bought a car Rs. 4 lakhs in 2018. The rate of
depreciation is 10% per year. Find the depreciation
value of the car in the vear 2020?
Solution P = 4,00,000 R - 10%, N-
A-PC (Formula)
On substituting the values of N, and R solving we get
A = 4,00,000 x
-4000 XC
- Rs.
Depreciation in price - Cost price - A
Rs.​

Answer 1

Answer:

present rate of car in 2018 is 400000₹

value of car in 2020 is =400000-400000×20% =400000-80000=320000₹

Answer 2

Given :   Rahul bought a car Rs. 4 lakhs in 2018.

The rate of depreciation is 10% per year

To Find : depreciated value of the car in the vear 2020

Solution:

bought a car Rs. 4 lakhs  in 2018.

Rate of depreciation is 10% per year

depreciated value of the car in the vear 2019  = 4  - (10/100)4

= 4 - 0.4

= 3.6  lakhs

depreciated value of the car in the vear 2020  = 3.6 - (10/100)3.6

= 3.6 - 0.36

= 3.24  lakhs

depreciated value of the car in the vear 2020 = 3.24  lakhs

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