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General

Easy

Question

In a triangle

Hint:

### As we know that GM AM, from this we can write that . Also, from both these we can determine the true statement from the following.

## The correct answer is:

### We know that GM AM,

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### If the equation =0 has at least one solution, then the sum of all possible integral values of 'a' is equal to

### If the equation =0 has at least one solution, then the sum of all possible integral values of 'a' is equal to

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### =

### =

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### If d then the minimum value of is equal to (where is variable)

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### and then =

### and then =

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### If then =

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where and x are real numbers is

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### The maximum value of under the restrictions and is

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### If then is

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### A long cylindrical tube carries a highly polished piston and has a side opening. A tuning fork of frequency n is sounded at the sound heard by the listener charges if the piston is moves in or out. At a particular position of the piston is moved through a distance of 9 cm, the intensity of sound becomes minimum, if the speed of sound is 360 m/s, the value of n is

### A long cylindrical tube carries a highly polished piston and has a side opening. A tuning fork of frequency n is sounded at the sound heard by the listener charges if the piston is moves in or out. At a particular position of the piston is moved through a distance of 9 cm, the intensity of sound becomes minimum, if the speed of sound is 360 m/s, the value of n is

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The value of

The value of

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For any real , the maximum value of is

For any real , the maximum value of is

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