Which of the following expression will be true- if the given expression K - G - H - F is definitely true-A- F-KB- K - HC- H - KD- F - GE- None of these

The correct option is C H lt; KHere, on checking each of the options, F ≥ K (It does not follow as no relation can be determined between F and K) H lt; ...

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Standard XII

Mathematics

Use of Monotonicity for Proving Inequalities

Which of the ...

Question

Which of the following expression will be true, if the given expression K $\geq$ G > H $\leq$ F is definitely true?

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H < K

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F < G

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None of these

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Solution

The correct option is B H < K
Here, on checking each of the options,

F $\geq$ K (It does not follow as no relation can be determined between F and K)

H < K (It follows)

F < G (It does not follow as no relation can be found between F and G)

K $\geq$ H (It does not follow as K cannot be equal to H)

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Similar questions

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^{'} V < E > B = H \geq N \geq P^{'}

is definitely true?

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Q. Use your knowledge of electronegativities, to arrange the following bonds in terms of increasing ionic character

C - H, F - H, N a - C I, B r - H, K - F

C - H < B r - H < F - H < N a - C I < K - F

If true enter 1, else enter 0.

Q. Mode = ?
(a)

x_{k} + h \cdot \{\frac{(f_{k - 1} - f_{k})}{(2 f_{k} - f_{k - 1} - f_{k + 1})}\}

(b)

x_{k} + h \cdot \{\frac{(f_{k} - f_{k - 1})}{(2 f_{k} - f_{k - 1} - f_{k + 1})}\}

(c)

x_{k} + h \cdot \{\frac{(f_{k} - f_{k - 1})}{(f_{k} - 2 f_{k - 1} - f_{k + 1})}\}

(d)

x_{k} + h \cdot \{\frac{(f_{k} - f_{k - 1})}{(f_{k} - f_{k - 1} - 2 f_{k + 1})}\}

Q. Consider the two reactions:

X e F_{6} (g) + H_{2} O (g) ⇌ X e O F_{4} (g) + 2 H F (g); K_{1}

X e O_{4} (g) + X e F_{6} (g) ⇌ X e O F_{4} (g) + X e O_{3} F_{2} (g); K_{2}

Then, the equilibrium constant for the following reaction will be:

X e O_{4} (g) + + 2 H F (g) ⇌ X e O_{3} F_{2} (g) + H_{2} O (g)

is given by

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Which of the following expression will be true, if the given expression K ≥ G > H ≤ F is definitely true?

The correct option is B H < KHere, on checking each of the options, F ≥ K (It does not follow as no relation can be determined between F and K) H < K (It follows) F < G (It does not follow as no relation can be found between F and G) K ≥ H (It does not follow as K cannot be equal to H)

Which of the following expression will be true, if the given expression K $\geq$ G > H $\leq$ F is definitely true?