Question

MP of a fan is rupees 620. due to offseason, 15% discount is offered. find the SP of the fan.​

Answer 1

Answer:

₹ 527

Step-by-step explanation:

Marked Price = ₹ 620

Discount = 15%

Selling Price = MP - (Discount% of MP)

= 620 - (15/100 × 620)

= 620 - (3/2 × 62)

= 620 - (3 × 31)

= 620 - 93

= ₹ 527

Answer 2

Therefore, the selling price or the SP of the fan will be ₹527.

Given,

The marked price of a fan, MP = ₹620,

Discount offered = 15%.

To find,

The selling price of the fan that is, SP.

Solution,

It is given here that for a fan,

MP = ₹620.

Due to the off-season, some discount (say, d) is being offered, which is 15%.

So, d = 15%.

We have to determine the selling price, that is, SP.

Now, we know that the discount is offered on MP, the actual discount offered (amount) can be calculated using the following relation.

$d\%=\frac{discount}{MP} \times 100 \hfill ...(1)$

Rearranging the above eq. (1),

$discount=\frac{d\%}{100} \times MP$

So, the actual discount offered here will be,

$discount=\frac{15}{100} \times620$

$\implies discount=\frac{9300}{100} = 93$

⇒ discount = ₹93.

Now, since,

selling price = marked price - discount

Or,

SP = MP - discount

⇒ SP = 620 - 93     [∵ discount = ₹93]

⇒ SP = ₹527.

Therefore, the selling price or the SP of the fan will be ₹527.

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