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TGTET Paper 1 Exam 23 Jul 2017 Paper

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Question : 94 of 150
Marks: +1, -0
A glass rod of length 32.75 cm is broken into three pieces. If the length of two pieces are 7.05 cm and 12.325 cm., then the length of the third piece is (in cm) ______
Solution:  
Concept:
To find the length of the third piece, we subtract the lengths of the two known pieces from the total length.
Explanation:
We are given the total length of the glass rod and the lengths of two of its pieces. We need to find the length of the third piece.
1. Total length of the glass rod = 32.7532.75 cm.
2. Length of the first piece = 7.057.05 cm.
3. Length of the second piece = 12.32512.325 cm.
Let the length of the third piece be xx cm.
The sum of the lengths of the three pieces must equal the total length of the rod.
So, 7.05 cm+12.325 cm+x cm=32.75 cm7.05 \text{ cm} + 12.325 \text{ cm} + x \text{ cm} = 32.75 \text{ cm}.
First, let's add the lengths of the two known pieces:
7.05+12.325=19.3757.05 + 12.325 = 19.375 cm.
Now, we can find the length of the third piece by subtracting this sum from the total length:
x=32.75−19.375x = 32.75 - 19.375
x=13.375x = 13.375 cm.
Answer:
The length of the third piece is 13.37513.375 cm.
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