Question

solve the 3 question​

Answer 1

Step-by-step explanation:

$\implies$ $A=P{\Large(}1+{\Large\frac{r}{200})}^{2n}$

$\implies$ $A=2,000{\Large(}1+{\Large\frac{10}{200})}^{2×\large\frac{3}{2}}$

$\implies$ $A=2,000({\Large\frac{210}{200}})^{3}$

$\implies$ $A=2,000×{\Large\frac{21}{20}×\frac{21}{20}×\frac{21}{20}}$

$\implies$ $A=2315.25$

$\implies$ $C.I=A-P$

$\implies$ $C.I=2315.25-2000$

$\implies$ $\boxed{CI=315.25}$

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