find a single discount equivalent to two successive discount of 20%and 5%
Answers
Answered by
56
The formula here is -D1 - D2 + {(-D1) x (-D2)}/100
Equivalent discount = -20 - 5 + {100/100}
= -25 + 1 = -24%
Eg: Long Method
CP= ₹100.
D1 = 20%
D2= 5%
Now,
100- (20% of 100) = 100 - 20 = ₹80 (after D1)
80 - (5% of 80) = 80 - 4 = ₹76 (after D2)
Final SP is ₹76.
OR
Equivalent discount formula 100- (24% of 100) = 100 - 24 = ₹76
Equivalent discount = -20 - 5 + {100/100}
= -25 + 1 = -24%
Eg: Long Method
CP= ₹100.
D1 = 20%
D2= 5%
Now,
100- (20% of 100) = 100 - 20 = ₹80 (after D1)
80 - (5% of 80) = 80 - 4 = ₹76 (after D2)
Final SP is ₹76.
OR
Equivalent discount formula 100- (24% of 100) = 100 - 24 = ₹76
Answered by
63
Let the amount/price = 100.
First discount = 20% : 20
So net price/cost = 80
next discount: 5% = 80*5/100 = 4
So final cost/price = 80-4 = 76
Single discount equivalent : 100 - 76 = 24 %
======
Formula:
Equivalent discount = d1 + d2 - (d1 * d2/100)
= 20 + 5 - (20*5/100) = 24 %
First discount = 20% : 20
So net price/cost = 80
next discount: 5% = 80*5/100 = 4
So final cost/price = 80-4 = 76
Single discount equivalent : 100 - 76 = 24 %
======
Formula:
Equivalent discount = d1 + d2 - (d1 * d2/100)
= 20 + 5 - (20*5/100) = 24 %
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