Question

Answer the question based on the table given below.



Object / Fruit Price of 1 kg (In Rupees)

Apple ₹ 100

Orange ₹ 50

Banana ₹ 40

Pear ₹ 60

Custard Apple ₹ 80



Questions:-

1. Find out the price of



kg apple.

2. How many kg custard apple can be bought from the price of 1 kg banana?

3. How much is the price of



kg banana?

4. How many rupees have to be paid for buying half kg of orange and three quarters kg of pear?

(1)

(1)

(1)

(2)​

Answer 1

find out the price of 1/4kg apple

Answer 2

Given:

Object                  Fruit Price of 1 kg (In Rupees)

Apple                              ₹ 100

Orange                            ₹ 50

Banana                           ₹ 40

Pear                                ₹ 60

Custard Apple               ₹ 80

To find:

(1). Find out the price of  1/4 kg apple.

(2). How many kg custard apples can be bought from the price of 1 kg banana?

(3). How much is the price of  3/4 kg banana?

(4). How many rupees have to be paid for buying half kg of orange and three- quarters kg of a pear?

Solution:

(1). Finding the price of 1/4 kg apple:

The price of 1 kg apple = ₹ 100

∴ The price of $\frac{1}{4}$ kg apple = $\frac{1}{4} \times 100 = 25$

Thus, $\boxed{\bold{The\:price \:of\:\frac{1}{4}\:kg \:apple \:is \: \underline{Rs. 25}}}.$

(2). Finding the quantity of custard apple that can be bought:

The price of 1 kg banana = ₹ 40

The price of 1 kg custard apple = ₹ 80

So,

If Rs. 80 is the price of 1 kg apple

Then, Rs. 40 will be the price of = $\frac{1}{80} \times 40 = \frac{1}{2} kg$

Thus, $\boxed{\bold{\underline{\frac{1}{2} \:kg} \: custard \:apple\: can\: be\: bought\: from \:the\: price\: of\: 1\: kg\: banana}}.$

(3). Finding the price of 3/4 kg banana:

The price of 1 kg banana = ₹ 40

∴ The price of $\frac{3}{4}$ kg banana = $\frac{3}{4} \times 40 = 30$

Thus, $\boxed{\bold{The\:price \:of\:\frac{3}{4}\:kg \:banana \:is \: \underline{Rs. \: 30}}}.$

(4). Finding the price of a half kg of orange and 3-quarters kg pears:

The price of 1 kg orange = ₹ 50

∴ The price of ½ kg orange = $\frac{1}{2} \times 50 = 25$

The price of 1 kg pear = ₹ 60

∴ The price of 3-quarters of pears = $\frac{3}{4} \times 60 = 45$

∴ For buying 1/2 kg orange and 3/4 kg pear we have to pay,

= ₹ 25 + ₹ 45

= ₹ 70

Thus, $\boxed{\bold{\underline{Rs.\:70}\: \:have \:to \:be\: paid\: for\: buying \:half\: kg \:of\: orange \:and\: three\: quarters\: kg \:of\: pear}}.$

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