Seema purchased 3 3/4 kg of oranges, 1 1/6 of apples
and 4 1/4 of mangoes find the total & weight of the
three items purchased by her
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weight is 65kg please mark me as brainlist
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Given:
- Weight of oranges = 3 3/4 kg
- Weight of applies = 1 1/6 kg
- Weight of mangoes = 4 1/4 kg
To find:
- The total weight of the three items purchased by her.
Step-by-step explanation:
Converting mixed fraction into simple fraction form.
- Weight of oranges = 3 3/4 kg = 15/4
- Weight of apples = 1 1/6 kg = 7/6 kg
- Weight of mangoes = 4 1/4 kg = 17/4
Now, we will add or sum up them to find the total weight of items. After that talking L.C.M and then doing basic mathematical calculations, we will find our required solution.
Adding,
- Total weight of the three items = Weight of oranges + Weight of apples + Weight of mangoes
- Total weight of the three items = 15/4 + 7/6 + 17/4
- Total weight of the three items = (45 + 14 + 51)/12
- Total weight of the three items = (59 + 51)/12
- Total weight of the three items = 110/12
- Total weight of the three items = 55/6
- Total weight of the three items = 9⅙ kg
Therefore,
The total weight of the three items purchased by her = 9 1/6 kg
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