Exercise 3 (a)
Q8
Answer:
The CI formula for with different rates of interests per year for two years is:
A = P (1+r/100)
Now for two years ,
first year 10% and
second year 15%
A = P(1+10/100)(1+15/100)
A = P (1.1)(1.15)
Now let's assume
P = 100,
A = (100)(1.1)(1.15)
A = 126.5
CI = A - P
CI = 100 - 126.5
CI = 26.5
As per the above
If sum is ₹ 100 the CI is 26.5 ₹
So what is the sum of CI of 4240 ₹
Cross multiplying
Sum CI
100 26.5
? 4240
? = (100 * 4240)/26.5
Sum is = 16000 ₹
Q8
Answer:
The CI formula for with different rates of interests per year for two years is:
A = P (1+r/100)
Now for two years ,
first year 10% and
second year 15%
A = P(1+10/100)(1+15/100)
A = P (1.1)(1.15)
Now let's assume
P = 100,
A = (100)(1.1)(1.15)
A = 126.5
CI = A - P
CI = 100 - 126.5
CI = 26.5
As per the above
If sum is ₹ 100 the CI is 26.5 ₹
So what is the sum of CI of 4240 ₹
Cross multiplying
Sum CI
100 26.5
? 4240
? = (100 * 4240)/26.5
Sum is = 16000 ₹
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