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Given below is an inequality, which of the following condition is TRUE?
If A > B > C > D = F ≥ G < H
- a)G > C
- b)B > F
- c)G > F
- d)D < G
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
Given below is an inequality, which of the following condition is TRUE...
From the given conditions, A > B > C > D = F ≥ G < H.
1. G > C → C > D = F ≥ G, C > G → False.
2. B > F → B > C > D = F, B > F → True.
3. G > F → D = F ≥ G < H, F ≥ G → False.
4. D < G → D = F ≥ G, D ≥ G → False.
So, B > F is the correct inequality.
Most Upvoted Answer
Given below is an inequality, which of the following condition is TRUE...
From the given conditions, A > B > C > D = F ≥ G < H.
1. G > C → C > D = F ≥ G, C > G → False.
2. B > F → B > C > D = F, B > F → True.
3. G > F → D = F ≥ G < H, F ≥ G → False.
4. D < G → D = F ≥ G, D ≥ G → False.
So, B > F is the correct inequality.
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Community Answer
Given below is an inequality, which of the following condition is TRUE...
Explanation:
Given Inequality:
A > B > C > D = F ≥ G < />
True Condition:
B > F
Explanation:
- According to the given inequality, F is equal to D. So, we can replace F with D in the inequality.
- Now the inequality becomes: A > B > C > D ≥ G < />
- Since D is greater than or equal to G, we can rewrite the inequality as A > B > C > G < />
- From the inequality, we can see that B is greater than G. This implies B > G.
- Since D is equal to F, we can substitute F back in place of D. Therefore, B > F.
Therefore, the true condition is B > F.
Given Inequality:
A > B > C > D = F ≥ G < />
True Condition:
B > F
Explanation:
- According to the given inequality, F is equal to D. So, we can replace F with D in the inequality.
- Now the inequality becomes: A > B > C > D ≥ G < />
- Since D is greater than or equal to G, we can rewrite the inequality as A > B > C > G < />
- From the inequality, we can see that B is greater than G. This implies B > G.
- Since D is equal to F, we can substitute F back in place of D. Therefore, B > F.
Therefore, the true condition is B > F.
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