Question

Menu purchased an item for rupees 2800 and sold the same for rupees 3360 the gain percentage
is what​

Answer 1

Given:

Cp.=Rs.2800

Sp.=Rs.3360

To Find:

The gain percentage.

Let's Find:

P=Sp-Cp

P=3360-2800

P=560

Let's Find Profit Percentage:

Profit/Cp × 100

560/2800 × 100

Profit Percentage = 20%

$\LARGE{ \blue{ \bf{20 percent \: Ans}}}$

Answer 2

Answer:

Question

Menu purchased an item for rupees 2800 and sold the same for rupees 3360. what is the gain percentage.

Given

• cost price = 2800
• selling price= 3360

To find

gain percentage

Solution

Profit on an item is given by:

${ \boxed { \boxed { \sf{ \to \: p = s.p - c.p}}}}$

where

• p denotes profit
• s.p denotes selling price
• c.p denotes cost price

substitute the value in the above formula -

→Profit = 3360- 2800

➝profit= Rs 560.

Now the gain percentage is given by:

${\boxed{ \boxed{ \sf{g.p = \frac{p}{c.p} \times 100\%}}}}$

where,

• g.p denotes gain percentage.
• p denotes profit.
• c.p denotes cost price.

substitute the values in the above formula

gain percentage= 560/ 2800 × 100%

☞gain percentage= 20%

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