A sum of money amounted to 31200 rupees at 4% per annum in 5 years. Find the original sum
Percentage and its applications
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Answered by
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HEY THERE!!
➡ Given:
→ Amount( A )= Rs 31200
→ Rate ( R) = 4%
→ Time (T) = 5 years.
➡ To Find:
→ Principal(P) = ?
→ Now,Using Formula
➡ A = P ( 1 + TR / 100)
Substitute the given value in Equation!!
→ 31200 = P( 1 + 20 / 100)
→ P = 31200 x 100 / 120
➡ (Principal) P = Rs 26000.
Hence, Original Sum ➡Rs 26,000.
➡ Given:
→ Amount( A )= Rs 31200
→ Rate ( R) = 4%
→ Time (T) = 5 years.
➡ To Find:
→ Principal(P) = ?
→ Now,Using Formula
➡ A = P ( 1 + TR / 100)
Substitute the given value in Equation!!
→ 31200 = P( 1 + 20 / 100)
→ P = 31200 x 100 / 120
➡ (Principal) P = Rs 26000.
Hence, Original Sum ➡Rs 26,000.
shrunjal3754:
can u explain how 31200 multiply by 100/120 how 26000 came
thanks I got it how to do
:)
means
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Answered by
115
Question:
A sum of money amounted to 31200 rupees at 4% per annum in 5 years.
Find;
Find the original sum
Solution;-
A = P ( 1 + TR / 100)
=> 31200 = P( 1 + 20 / 100)
=> P = 31200 x 5 / 6
=> P = Rs 26000.
Hence, Original Sum Rs 26,000.
A sum of money amounted to 31200 rupees at 4% per annum in 5 years.
Find;
Find the original sum
Solution;-
A = P ( 1 + TR / 100)
=> 31200 = P( 1 + 20 / 100)
=> P = 31200 x 5 / 6
=> P = Rs 26000.
Hence, Original Sum Rs 26,000.
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