A scooter was bought at Rs.42000. Its value depreciated at the rate of 8 percent per annum . Find its value after one year
Answers
Answered by
30
Answer :
Cost of scooter ( C. P ) = Rs 42, 000
Depreciate Rate = 8%
Time ( T ) = 1 year
Value of scooter after a year
A = P [ 1 - R/100 ] ᵗ
A = 42000 [ 1 - 8/100 ] ¹
A = 42000 [ 100 - 8/100 ] ¹
A = 42000 [ 92/100 ] ¹
A = 42000 × 92/100
A = 420 × 92
A = Rs. 38640
Hence, Rs. 38640 is the value after one year
★ BE BRAINLY ★
Cost of scooter ( C. P ) = Rs 42, 000
Depreciate Rate = 8%
Time ( T ) = 1 year
Value of scooter after a year
A = P [ 1 - R/100 ] ᵗ
A = 42000 [ 1 - 8/100 ] ¹
A = 42000 [ 100 - 8/100 ] ¹
A = 42000 [ 92/100 ] ¹
A = 42000 × 92/100
A = 420 × 92
A = Rs. 38640
Hence, Rs. 38640 is the value after one year
★ BE BRAINLY ★
Answered by
8
HLO...
HERE IS YOUR ANSWER...
P=42000
R=8%
T=1 year ..
S.I= P×R×T
_________
100
= 42000×8×1
____________
100
= Rs. 3360.
VALUE AFTER 1YEAR=Rs.42000-Rs.3360
= Rs. 38640... Ans..
Hope this will help u..
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