Explanation

Explanation

To find the cost of the doll when it is sold for Rs. 220 with a profit rate of 10%, we can use the following formula:

$\text{Selling Price}=\text{Cost Price}+\text{Profit}$

Given that the profit is 10% of the cost price, we can express the profit as:

$\text{Profit}=0.10\times \text{Cost Price}$

Let the cost price be $C$. Therefore, the selling price can be expressed as:

$\text{Selling Price}=C+0.10C=1.10C$

We know the selling price is Rs. 220, so we can set up the equation:

$1.10C=220$

Now, we can solve for $C$:

$C=\frac{220}{1.10}=200$

Thus, the cost of the doll was Rs. 200.

Explanation

Explanation

Explanation

To calculate the loss, we subtract the selling price from the buying price:

Loss = Buying Price - Selling Price

Loss = Rs. 60 - Rs. 40

Loss = Rs. 20

Explanation

Total income = Mujahid's income + Wife's income

= 56,835 + 35,600 = 92,435

Expenditure = Rs 65,000

Savings = Income − Expenditure

= 92,435 − 65,000 = 27,435

Explanation

Explanation

Cost price of bicycle =Rs.8000

Profit of 25%

Hence,

⇒ 25/100 ×8000=2000

Selling price = Cost price + Profit

⇒8000+2000=Rs.10000

**

ND17-1-2023

Explanation

To find the cost price (CP) of the can of oil, we can use the formula:

CP = (Selling Price × 100) / (100 - Loss Percentage)

Given Selling Price (SP) = Rs. 7786 and Loss Percentage = 15%,

CP = (7786 × 100) / (100 - 15)

= (7786 × 100) / 85

= 7786 × 20 / 17

= 9160

Explanation

Explanation:

Let the C.P. of the article be Rs. x.

Then, required ratio = 104% of x / 106% of x
= 104/106 = 52/53 = 52:53

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ND10-12-2022