Explanation

We are given:

• 35 kg of spinach costs Rs. 28

• We need to find how many kg can be bought for Rs. 16

Step 1: Find cost per kg

Cost per kg==28​/35=0.8Rs/kg

Step 2: Find how many kg for Rs. 16

$$text{Kg} = frac{16}{0.8} = 20$$0.8=20

Explanation

Cost of 25 toys = 500

Cost of 01 toys = 500/ 25 = 20/ 1

1 toys = 20 

Cost f 75 toys = 75 x 20 = 1500

Explanation

Explanation

Explanation

Annual income by salary 2200×12=26400.

Explanation

Given:

• 10 lb of meat at Rs 1.69 per lb

• 20 lemons at Rs 60 per dozen

Step 1: Cost of meat

$$10 text{ lb} times 1.69 = 16.90$$

Step 2: Cost of lemons

• 1 dozen = 12 lemons

• So, price per lemon = $frac{60}{12} = 5$ Rs per lemon

• 20 lemons =$20\times 5=100$ Rs

  Step 3: Total cost

$$16.90 + 100 = 116.90$$

 Correct answer: (D) None of these

Explanation

Given:

Cost price = $100

Selling price = $130

Find:

Profit =?

Solution:

profit = cost - selling 

profit = 100 - 130   

           = 30 rupees

ND-18-8-2023

Explanation

Year 1:

• Start: ₹12,500

• Interest: 20% of ₹12,500 = ₹2,500

• Amount due = ₹12,500 + ₹2,500 = ₹15,000

• After ₹2,000 payment: ₹15,000 - ₹2,000 = ₹13,000

Year 2:

• Start: ₹13,000

• Interest: 20% of ₹13,000 = ₹2,600

• Amount due = ₹13,000 + ₹2,600 = ₹15,600

• After ₹2,000 payment: ₹15,600 - ₹2,000 = ₹13,600

Year 3:

• Start: ₹13,600

• Interest: 20% of ₹13,600 = ₹2,720

• Amount due = ₹13,600 + ₹2,720 = ₹16,320

• After ₹2,000 payment: ₹16,320 - ₹2,000 = ₹14,320

Explanation

Profit = Selling Price - Cost Price

= 60,000 - 57,000

= 3,000

To find the profit percentage, divide the profit by the cost price and multiply by 100:

Profit Percentage = (Profit ÷ Cost Price) × 100

= (3,000 ÷ 57,000) × 100

= 5.26%

Explanation

To determine the total amount charged by the internet service provider, we need to consider both the one-time setup fee and the monthly service fee for each customer.

1. The one-time setup fee is $100 per customer, so for c customers, the total setup fee is $100c$.
2. The monthly service fee is $50 per customer. For m months, the total service fee per customer is $50m$. Thus, for c customers, the total service fee is 50cm.

Now, we can combine these two components to get the total charge:

$$text{Total Amount} = text{Setup Fee} + text{Service Fee} = 100c + 50cm$$