Amount = Rs.1,800 Time = 2 years Rate = 10% Find Principle and Interest
Answers
Answered by
0
Step-by-step explanation:
Answer
Correct option is
B
2 years
Interest is compounded annually,
So amount, A=P(1+
100
r
)
t
Where,
P is Principal (or sum)
t is time (in years)
A is the amount, person will get after time t
r is rate of interest per annum
Here,
A=2178
P=1800
t=?
r=10%
Now apply the formula,
⇒A=P(1+
100
r
)
t
⇒2178=1800(1+
100
10
)
t
⇒
1800
2178
=(
100
110
)
t
⇒
100
121
=(
10
11
)
t
⇒(
10
11
)
2
=(
10
11
)
t
⇒t=2 years
Answered by
1
Correct option is
2 years
Interest is compounded annually,
So amount, A=P(1+
100
r
)
t
Where,
P is Principal (or sum)
t is time (in years)
A is the amount, person will get after time t
r is rate of interest per annum
Here,
A=2178
P=1800
t=?
r=10%
Now apply the formula,
⇒A=P(1+
100
r
)
t
⇒2178=1800(1+
100
10
)
t
⇒
1800
2178
=(
100
110
)
t
⇒
100
121
=(
10
11
)
t
⇒(
10
11
)
2
=(
10
11
)
t
⇒t=2 years
2 years
Interest is compounded annually,
So amount, A=P(1+
100
r
)
t
Where,
P is Principal (or sum)
t is time (in years)
A is the amount, person will get after time t
r is rate of interest per annum
Here,
A=2178
P=1800
t=?
r=10%
Now apply the formula,
⇒A=P(1+
100
r
)
t
⇒2178=1800(1+
100
10
)
t
⇒
1800
2178
=(
100
110
)
t
⇒
100
121
=(
10
11
)
t
⇒(
10
11
)
2
=(
10
11
)
t
⇒t=2 years
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