All pencils are bricks. All bricks are bottles. Conclusions: (i) all pencils are bottles. (ii) all bricks are pencils.
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Concept
According to the transitive property all the quantities are same to each other if two quantities are equal to the third quantity.
Given
The statement given is All pencils are bricks. All bricks are bottles
Find
We need to find the conclusion of the given statement
Solution
Let the statement A = All pencils are bricks
Let the Statement B = All bricks are bottles.
According to transitive property
If A=B and B= C then A = C
So we can say that
All pencils = all bricks (A = B)
All bricks = all bottles (B = C)
∴ All pencils = all bottles (A= C)
Therefore we can conclude that All pencils are all bottles
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