Question

Ramlal purchase of plot for 1 lakh 35000 boundary wall around at which cost him 25550 sold the for one lakh ninety 190500 find the gain or loss​

Answer 1

Correct Question:

Ramlal purchase of plot for 1,35,000 he made a boundary wall around it which cost him 25,550. He sold the plot for 1,90,500 find the Gain or Loss.

Answer:

The Gain made was of Rs.29950 (18.65 % approx).

Step-by-step explanation:

Given :

Purchased the plot at = Rs. 1,35,000

Boundary costs = Rs.25,550

Sold the plot at = Rs. 1,90,500

To find :

The Loss or Gain

Solution :

Here :

• Cost Price = 1,35,000
• Overhead charges = 25,550
• Selling Price = 1,90,500

We know that, Overhead charges are included in the Cost Price.

The total cost price =

⇒ 1,35,000 + 25,550

⇒ 1,60,550

1,90,500 > 1,60,550

Selling Price > Cost Price

$\therefore$ It is a Gain !

$\rule{300}{1.5}$

$\textsf{\underline{\underline{Gain =}}}$

$\bigstar\:{\boxed{\sf{Selling\: Price-Cost\: Price}}}$

⇒ 1,90,500 - 1,60,550

⇒ 29,950

Gain made = Rs. 29,950

$\rule{300}{1.5}$

$\textsf{\underline{\underline{Gain \% = }}}$

$\bigstar\:{\boxed{\sf\:{Gain\% = \frac{Gain}{CP} \times 100}}}$

$\tt{Gain\% = \dfrac{29950}{160550} \times 100}$

$\tt{Gain\% = \dfrac{2995}{16055} \times 100}$

$\tt{Gain\% = \dfrac{299500}{16055}}$

$\tt{Gain\% = 18.65 \: (approx)}$

$\therefore$ The Gain made was of Rs.29950 (18.65 % approx).

Answer 2

$\bf \huge \underline { Answer:-}$

Gain = 29,950 Rupees

Gain % = 18.654

$\bf \LARGE \underline {Given:-}$

Cost Price(C.P) = 1,35,000 Rupees

Boundary cost = 25,500 Rupees

Saled Price = 1,90,500 Rupees

______________________________

$\bf \LARGE \underline {To \; Find:-}$

Gain or loss

______________________________

$\bf \LARGE \underline {Solution:-}$

To find gain or loss we will add the total cost he paid if the total cost is grater than the selling price then it will gain and if it is less than it is loss.

Total cost = 1,35,000 + 25,500

Total cost = 1,60,500

So it is gain

$\mathbf{\boxed{\boxed{\LARGE{\blue{Total \: cost = 1,60,550 \: Rupees }}}}}$

__________________________

Now, to find gain we will subtract Selling price from total cost. So,

Gain = 1,90,500 - 1,60,500

Gain = 29,950 Rupees

${\mathbf{\underline{\boxed{\LARGE{\blue{Gain = 29,950}}}}}}$

________________________

We know that,

${\mathbf{\underline{\boxed{\LARGE{Gain \% = \frac{Gain}{C. P}{\times}100}}}}}$

______________[Put Values]

» Gain % = (29950 * 100)/160550

» Gain % = 2995000/160550

» Gain % = 18.654 %

${\mathbf{\underline{\boxed{\LARGE{\blue{Gain\% = 18.564 }}}}}}$