Discussion :: Banker's Discount - General Questions (Q.No.10)
Arun said: (Jul 7, 2011) | |
What is the B.D and B.G? |
King said: (Dec 15, 2011) | |
B.D means banker discount and B.G means banker gain |
Vikram said: (Mar 29, 2012) | |
How is possible for Re. 1. |
Ruchi said: (Sep 21, 2013) | |
Given T = 3/2. B.G = 3/25 of B.D. R = ? Now, T.D = B.D - B.G. (True discount = Banker's discount - Banker's gain). T.D = B.D - 3/25B.D. T.D = 22/25 B.D........(1). Again TD = BD*100/(100+RT). From equ(1). 22/25 BD = BD*100 /[100+(3/2)R]. 22/25 = 100/[100+(3/2)R]. R = 100/11. Real = 9 1/11. |
Mohd Irshad said: (Apr 17, 2015) | |
Dear, Can you explain in brief? |
Suresh said: (Nov 7, 2015) | |
(1*22/25)/(1-22/25)? How it comes for 3/25? |
Karthika said: (Jun 27, 2016) | |
@Suresh 1*22/25 = 55/25. 1 - 22/25 = 3/25. = 22/3. |
Surakshitha said: (Jul 19, 2016) | |
Anyone. Please tell me a common procedure to find the rate percent. |
Swetha said: (Aug 25, 2016) | |
Please explain the answer simply and clearly. |
Chetanpreet said: (Oct 15, 2016) | |
T.D = B.G X 100/T X R, Assume B.D = Rs 1, Then T.D = B.D - B.G. |
Saleem Khan said: (Oct 23, 2016) | |
How can we assume BD = 1? |
Syed said: (Feb 14, 2018) | |
Please explain the Answer Clearly. |
Shashi said: (Nov 10, 2018) | |
Very easy method @Ruchi, thank you. |
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