Question

$\boxed{\fcolorbox{black}{pink}{Question:-}}$

⟾Bela borrowed ₹25000 from a finance company to start her boutique at 20% per compounded Half-yearly. What amount of money will clear her debt after 1 ½ yrs.

No spaM⚠️​​

Answer 1

$\sf\red{⟾Given:}$

• P=$₹25000$
• R=20%p.a.=10% half Yearly
• T=1½years=3half years

$\sf\pink{⟾To\:find:}$

• The amount of money that will clear her debt after 1½ yrs.

$\sf\blue{⟾Solution:}$

i}Interest 1=$\frac{25000×10×1}{100}$

=$₹2500$

Amount 1=$25000+2500=₹27500$

ii} Interest 2=$\frac{27500×10×1}{100}$

=$₹2750$

Amount 2=$27500+2750=₹30250$

iii} Interest 3=$\frac{30250×10×1}{100}$

=$₹3025$

Amount 3=$30250+3025=₹33275$

Therefore,Bela should give back $₹33275$ to the company after 1½ yrs.

_____________

P=Principal

R=Rate of interest

T=Time

Answer 2

⟾Given:

P=₹25000₹25000

R=20%p.a.=10% half Yearly be

T=1½years=3half years

⟾Tofind:

The amount of money that will clear her debt after 1½ yrs.

⟾Solution:

i}Interest 1= /{25000×10×1}{100}

100

25000×10×1

=₹2500₹2500

Amount 1=25000+2500=₹2750025000+2500=₹27500

ii} Interest 2=/{27500×10×1}{100}

100

27500×10×1

=₹2750₹2750

Amount 2=27500+2750=₹3025027500+2750=₹30250

iii} Interest 3={30250×10×1}{100}

100

30250×10×1

=₹3025₹3025

Amount 3=30250+3025=₹3327530250+3025=₹33275

Therefore,Bela should give back ₹33275₹33275 to the company after 1½ yrs.

_____________

P=Principal

R=Rate of interest

T=Time