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There are five trees of different heights. Tree A is taller than tree C, which is shorter than tree D. Tree B is the shortest of all the trees. Tree E is taller than tree A but not the tallest one. Then, which of the following trees is the tallest among all?
- a)Tree C
- b)Tree A
- c)Tree D
- d)Tree B
- e)None of the above
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
There are five trees of different heights. Tree A is taller than tree...
Given statements:
Tree A is taller than tree C → A > C
C is shorter than tree D → D > C
Tree B is the shortest of all the trees → __ > __ > __ > __ > B
Tree E is taller than tree A but not the tallest one → E > A
Thus, on combining all the statements, we get,
D > E > A > C > B
Here, we can see that tree D is the tallest among all the trees.
Thus, Tree D is correct.
Hence, the correct option is (C).
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Community Answer
There are five trees of different heights. Tree A is taller than tree...
Understanding the Problem
To determine which tree is the tallest, we need to analyze the relationships between the heights of the trees based on the given statements.
Tree Relationships
- Tree A is taller than Tree C.
- Tree C is shorter than Tree D, meaning Tree D is taller than Tree C.
- Tree B is the shortest of all the trees.
- Tree E is taller than Tree A but not the tallest tree.
Height Order Derivation
From the statements, we can derive the following order based on the heights:
1. Tree B is the shortest.
2. Tree C is shorter than Tree A.
3. Tree D is taller than Tree C (and thus taller than Tree A).
4. Tree E is taller than Tree A, but since it is stated that Tree E is not the tallest, it means Tree D must be the tallest.
Final Conclusion
Now, let's summarize the relative heights:
- Tree B< />Tree C< />Tree A< />Tree D
- Tree E >Tree A but < />Tree D
Therefore, the tallest tree among all is Tree D, confirming that the answer is option C.
Answer Recap
- Tallest Tree: Tree D
- Order of Trees: Tree B < tree="" c="" />< tree="" a="" />< tree="" d="" />< tree="" />
Thus, the correct answer is Tree D.
To determine which tree is the tallest, we need to analyze the relationships between the heights of the trees based on the given statements.
Tree Relationships
- Tree A is taller than Tree C.
- Tree C is shorter than Tree D, meaning Tree D is taller than Tree C.
- Tree B is the shortest of all the trees.
- Tree E is taller than Tree A but not the tallest tree.
Height Order Derivation
From the statements, we can derive the following order based on the heights:
1. Tree B is the shortest.
2. Tree C is shorter than Tree A.
3. Tree D is taller than Tree C (and thus taller than Tree A).
4. Tree E is taller than Tree A, but since it is stated that Tree E is not the tallest, it means Tree D must be the tallest.
Final Conclusion
Now, let's summarize the relative heights:
- Tree B< />Tree C< />Tree A< />Tree D
- Tree E >Tree A but < />Tree D
Therefore, the tallest tree among all is Tree D, confirming that the answer is option C.
Answer Recap
- Tallest Tree: Tree D
- Order of Trees: Tree B < tree="" c="" />< tree="" a="" />< tree="" d="" />< tree="" />
Thus, the correct answer is Tree D.
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Solutions for There are five trees of different heights. Tree A is taller than tree C, which is shorter than tree D. Tree B is the shortest of all the trees. Tree E is taller than tree A but not the tallest one. Then, which of the following trees is the tallest among all?a)Tree Cb)Tree Ac)Tree Dd)Tree Be)None of the aboveCorrect answer is option 'C'. Can you explain this answer? in English & in Hindi are available as part of our courses for Banking Exams.
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