Question

Sameera purchased 1⅔ kg apples and 4 ¾ kg oranges. What is the total weight of the fruits she purchased

Answer 1

Answer:

ok sir

Step-by-step explanation:

I hope it will be help you

Answer 2

Given :

• Weight of Apples = 1⅔ kg
• Weight of Oranges = 4 ¾ kg

To Find :

• Total weight of the fruits.

Solution :

In this question, it is given that a girl named Sameera purchased 1⅔ kg apples and 4 ¾ kg oranges and we have to find the total weight of the fruits.

Here we see that the weight of fruits are given in mixed fraction, so firstly we will convert the given weights into improper fraction and after that we will add the weights to find the total weight of the fruits.

Converting weights into improper fraction :

• Weight of Apples = 1 ⅔
• Weight of Apples = 1 × 3 + 2
• Weight of Apples = 3 + 2
• Weight of Apples = 5/3 kg

• Weight of Oranges = 4 ¾
• Weight of Oranges = 4 × 4 + 3
• Weight of Oranges = 16 + 3
• Weight of Oranges = 19/4 kg

Finding Total Weight of the Fruits :

• Total Weight = Weight of Apples + Weight of Oranges
• Total Weight = 5/3 + 19/4
• Total Weight = 5 × 4/3 × 4 + 19/4
• Total Weight = 20/12 + 19 × 3/4 × 3
• Total Weight = 20/12 + 57/12
• Total Weight = 20 + 57/12
• Total Weight = 77/12 kg

Therefore :

• Total Weight of the Fruits is 77/12 kg

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