There are 6 apple of same weight in a basket and 6 guava each of equal weight in another basket. The weight of an apple is twice the weight of a guava . The total weight of the 12 fruit is 2.7. Find the weight of guava. With solution
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Solution-
Let us assume, x kg is the weight of an apple and y kg is the weight of a guava
Given:
x = 2y -------------1
Also given:
6x + 6y = 2.7 -------------2
Substitute the value of x from equation 1 in equation 2
6 * 2y + 6y = 2.7
12y + 6y = 2.7
18y = 2.7
y = 0.15 Kg
Therefore, the weight of 6 guava = 0.15 * 6 = 0.9 Kg
Let us assume, x kg is the weight of an apple and y kg is the weight of a guava
Given:
x = 2y -------------1
Also given:
6x + 6y = 2.7 -------------2
Substitute the value of x from equation 1 in equation 2
6 * 2y + 6y = 2.7
12y + 6y = 2.7
18y = 2.7
y = 0.15 Kg
Therefore, the weight of 6 guava = 0.15 * 6 = 0.9 Kg
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0
Hence , The weight of 6 guava 0.9kg
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