Question

On selling ba computer for Rs. 24480 a dealer losses 4% . For how much should he sell it gain 4% ?

Answer 1

Answer:

26520

Step-by-step explanation:

LOSES 4%

s.p=x-4/100x

24480=x-x/25

24480=25x-25/x

24480=24x/25

24480*25/24

25500

GAIN 4%

s.p=x+4x/100

s.p=x+x/25

s.p=26.x/25

25500*26/25

26520

Answer 2

$\bf{ \underline{ \blue{ \mathbb{ </p><p> QUESTION :}}}}$

On selling ba computer for Rs. 24480 a dealer losses 4% . For how much should he sell it gain 4% ?

$\bf{ \underline{ \blue{ \mathbb{SOLUTION :}}}}$

$\bf{ \underline{ Given :</p><p>}}$

• Selling price (SP) = ₹ 24480
• Loss = 4%

☯︎ Let the original price be 'x'

☯︎ In losing 4%

$⟹{ \mathsf{S.P = x - \frac{4}{100}x}}$

$⟹{ \mathsf{24,480 \: = \: x - \frac{x}{25} }}$

$⟹{ \mathsf{24,480 \: = \: \frac{25x \: - \: x}{25}}}$

$⟹{ \mathsf{24,480 \: = \: \frac{24x}{25}}}$

$⟹{ \mathsf{x \: = \frac{24,480 \: \times \: 25}{24}}}$

$⟹{ \mathsf{x=25,500}}$

➪ To gain 4%

$⟹{ \mathsf{S.P \: =x+ \frac{4}{100} x}}$

$⟹{ \mathsf{S.P \: = \: x + \frac{x}{25} }}$

$⟹{ \mathsf{S.P \: = \: \frac{26x}{25}}}$

$⟹{ \mathsf{S.P = \frac{25,500 \: \times \: 26}{25}}}$

${ \mathsf{ \boxed{ \bf{ \green{S.P = \: ₹ \: 26,520}}}}}★$

________________________________________