Math, asked by mathman77, 1 year ago

If m= 7 - 4√3.then the value of √m + 1/√m =

Answers

Answered by QHM
7
The answer is 4.
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Answered by Anonymous
1

The value will be 3.85 (approx value).

Given data :

The numerical value of the m = 7-4✓3

By, further simplification we get the following value,

= 4+3-4✓3

= (2)²+(✓3)²-2×2×✓3

= (2-✓3)²

• So,the simplified value of 7-4✓3 is (2-✓3)².

• Now, finally we have to calculate the value of the following term

= ✓m+1/✓m

=( m+1)/✓m

= (7-4✓3+1)/ ✓(2-✓3)² [ because,value of m = (7-4✓3) which is also equal to = (2-✓3)²]

= (8-4✓3)/2-✓3

= 3.85 (approx)

So,the value of the given term in the question is 3.85 . (Answer)

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