Question

find the amount for the rs 15000 rate at 5% per annum after 2 years

Answer 1

p=15000 r=5 t=2  under simple interst amt =prt/100=15000*5*2/100=1500rs  1500 is intrest so amt=p+intrst=15000+1500=16500rs under compound interst amt=p(1+r/100)=15000(1+5/100)   =(on making denominator same),(100/100+5/100)15000   =105/100*15000   =105*150=17750

Answer 2

$\sf{\bold{\purple{\star{\underline{\underline{Given}}}}}}$

• Principle = Rs. 15000
• Rate = 5%
• Time = 2 years

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$\sf{\bold{\purple{\star{\underline{\underline{To\: Find}}}}}}$

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• Amount = ??

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$\sf{\bold{\purple{\star{\underline{\underline{Solution}}}}}}$

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$\sf{\star{\boxed{\orange{\frak{ Simple\: Interest = \dfrac{Principle\times rate \times time}{100} }}}}}$

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$\sf : \implies\:{\frak{ SI = \dfrac{15000 \times 5 \times 2}{100}}}$

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$\sf : \implies\:{\frak{ SI = \dfrac{1500 \times 5 \times 2}{10}}}$

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$\sf : \implies\:{\frak{ SI = \dfrac{150 \times 5 \times 2}{1}}}$

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$\sf : \implies\:{\frak{ SI = {150\times 5 \times 2}}}$

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$\sf : \implies\:{\frak{ SI = {150 \times 10}}}$

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$\sf : \implies\:{\frak{ SI = Rs. 1500}}$

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$\sf{\dag{\boxed{\blue{\frak{ SI = Rs. 1500 }}}}}$

$\sf{\star{\boxed{\orange{\frak{ Amount = Principle + SI }}}}}$

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$\sf : \implies\:{\frak{ Amount = Rs. 15000 + Rs. 1500}}$

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$\sf : \implies\:{\frak{ Amount = Rs. 16500}}$

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$\sf{\dag{\boxed{\blue{\frak{ Amount = Rs. 16500}}}}}$

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