Question

Price of Scooter was 3,000 last year it increased by 10% this year. What is
price now?​

Answer 1

$\huge\bold{\mathbb{QUESTION}}$

Price of scooter was $Rs.\: 3,\!000$ last year. It increased by $10\%$ this year. What is price now ?

$\huge\bold{\mathbb{GIVEN}}$

• Price of scooter was $Rs.\: 3,\!000$ last year.

• It increased by $10\%$ this year.

$\huge\bold{\mathbb{TO\:FIND}}$

Its present price.

$\huge\bold{\mathbb{SOLUTION}}$

Price of scooter was $Rs.\: 3,\!000$ last year.

It increased by $10\%.$

$\therefore$ Amount increased

$= Rs. (10\%\:of\:3000)$

$=Rs.\: ({\dfrac{10}{100}}\times 3000)$

$=Rs.\: ({\dfrac{1\cancel{0}}{1\cancel{0}\cancel{0}}}\times 300\cancel{0})$

$=Rs.\: 300$

So, the price of scooter increased by $Rs.\: 300.$

$\therefore$ Present price

$=Rs.\: (3000+300)$

$=Rs.\: 3300$

$\huge\bold{\mathbb{HENCE}}$

Present price $=Rs.\: 3,\!300$

$\huge\bold{\mathbb{THEREFORE}}$

Now, the price of the scooter is $Rs.\: 3,\!300.$

$\huge\bold{\mathbb{DONE\:}}$

Answer 2

ᎯᏁᏕᏯᎬᏒ

Original price = ₹3000

Price increased percentage = 10%

Price increased in rupees = $\dfrac{10}{100}$ × 3000

Price increased in rupees = ₹300

New price = price increased + original price

New price = 3000 + 300

New price = ₹3300