Please ess question ka answer bhej do With explain 😔

Deepanshu · 19 May 2024

Okk

Sachitra · 19 May 2024

Equals to P

Sachitra · 19 May 2024

Use this formula for direct answer - Difference * (100)³ / R² + (300+R)

Sachitra · 19 May 2024

The above method is quite complicated...

Deepanshu · 19 May 2024

Okk

Barun · 19 May 2024

Time (n) = 3 years Rate of interest (r) = 6% p.a Difference between C.I and S.I = Rs. 110.16 Let the principal be P. Formula: Compound Interest (C.I) = P[(1+r/100)^n-1] Simple Interest (S.I) = Pnr/100 Difference between C.I and S.I = C.I - S.I Therefore, P[(1+r/100)^n-1] - Pnr/100 = 110.16 Simplifying the equation, we get P[(1+6/100)^3-1-6/100] = 110.16 P[(1.06)^3-1-0.06] = 110.16 P[(1.191016)-1-0.06] = 110.16 P[(0.131016)] = 110.16 P = 110.16/0.131016 P = Rs. 8432 Hence, the principal is Rs. 8432. Verification: C.I = 8432[(1+6/100)^3-1] C.I = 8432[(1.06)^3-1] C.I = Rs. 1105.16 S.I = Pnr/100 S.I = 8432 × 6 × 3/100 S.I = Rs. 1517.76 Difference between C.I and S.I = C.I – S.I Difference between C.I and S.I = 1105.16-1517.76 Difference between C.I and S.I = Rs. 110.16 Therefore, the calculated principal of Rs. 8432 satisfies the given conditions. Hence, the correct option is D) Rs. 10000.

Deepanshu · 19 May 2024

Explain it

Vaishnavi · 19 May 2024

D) 10,000