Answer: Given: Principal = Rs. 29200 Rate = 6 % Time = 4 years 3 months = 4.25 years What To Find: We have to – Find the amount. Formulas Needed: The formulas are – \bf \leadsto \: SI = \dfrac{PRT}{100}⇝SI= 100 PRT \bf \leadsto \: A = P + SI⇝A=P+SI Abbreviations Used: SI = Simple Interest A = Amount P = Principal R = Rate T = Time Solution: Find the SI. Use the formula, \sf \leadsto \: SI = \dfrac{PRT}{100}⇝SI= 100 PRT Substitute the values, \sf \leadsto \: SI = \dfrac{29200 \times 6 \times 4.25}{100}⇝SI= 100 29200×6×4.25 Cancel the zeros, \sf \leadsto \: SI = 292 \times 6 \times 4.25⇝SI=292×6×4.25 Multiply the values, \sf \leadsto \: SI = Rs. \: 7446⇝SI=Rs.7446 Find the A. Use the formula, \sf \leadsto \: A = P + SI⇝A=P+SI Substitute the values, \sf \leadsto \: A = 29200 + 7446⇝A=29200+7446 Add the values, \sf \leadsto \: A = Rs. \: 36646⇝A=Rs.36646 Final Answer: ∴ Thus, the amount is Rs. 36646. Reply
Answer:
Given:
Principal = Rs. 29200
Rate = 6 %
Time = 4 years 3 months = 4.25 years
What To Find:
We have to –
Find the amount.
Formulas Needed:
The formulas are –
\bf \leadsto \: SI = \dfrac{PRT}{100}⇝SI=
100
PRT
\bf \leadsto \: A = P + SI⇝A=P+SI
Abbreviations Used:
SI = Simple Interest
A = Amount
P = Principal
R = Rate
T = Time
Solution:
Find the SI.
Use the formula,
\sf \leadsto \: SI = \dfrac{PRT}{100}⇝SI=
100
PRT
Substitute the values,
\sf \leadsto \: SI = \dfrac{29200 \times 6 \times 4.25}{100}⇝SI=
100
29200×6×4.25
Cancel the zeros,
\sf \leadsto \: SI = 292 \times 6 \times 4.25⇝SI=292×6×4.25
Multiply the values,
\sf \leadsto \: SI = Rs. \: 7446⇝SI=Rs.7446
Find the A.
Use the formula,
\sf \leadsto \: A = P + SI⇝A=P+SI
Substitute the values,
\sf \leadsto \: A = 29200 + 7446⇝A=29200+7446
Add the values,
\sf \leadsto \: A = Rs. \: 36646⇝A=Rs.36646
Final Answer:
∴ Thus, the amount is Rs. 36646.
Answer:
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