what is 8 + sqrt 6 divided by sqrt 2?

Answer 1

( 8 + √ 6 ) / √ 2
(√ 2) ( 8 + √ 6 ) / 2
( 8 √ 2 + √ 12 ) / 2
( 8 √ 2 + 2 √ 3 ) / 2
4 √ 2 + √ 3

Answer 2

rationalizing denominators. - To simplify the cálculs he|she|it agrees on reducing the denominator in rational d 'a fraction

When the denominator is a monomial, like the one that asks for us l 'exercise, the two terms of the fraccioneria amount are multiplied by the denominator:


(8 + √6)/√2 = √2 (8 + √6)/(√2)(√2) = [8√2 + (√2)(√6)] /√4= (8√2 +√12)/2 =

8√2 +[√(2²)(3)] /2 = (8√2 +2√3)/2 = 2(4√2 +√ 3)/2 = 4√2 +√3
= 7,388905057



Waiting that knowledgeable s'agi, he|she|it receives a
greeting from Catalonia and until the next one

Answer 3

Your question is ambiguous. Do you mean
                    (8 + √6)/√2
or
                    8 + (√6/√2)
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When it comes to evaluating square roots, remember
a) The radicand (that's the quantity under the square root sign) can be factored and evaluated in parts. For example,
                    √18 = √(9·2)
                           = √9·√2
                           = 3√2

b) Don't leave a square root in the denominator. An answer like "1/√2" will lose points. To remove the √2 from the denominator, multiply the fraction by √2/√2:
        (1/√2) · (√2/√2) = (1·√2)/(√2·√2)
                            = √2/2

Answer 4

[8 + sqrt(6)]/sqrt(2)

8/sqrt(2) + sqrt(2)sqrt(3)/sqrt(2)

8/sqrt(2) + sqrt(3)

8sqrt(2)/2 + sqrt(3)

4sqrt(2) + sqrt(3)

Answer 5

OK

8 + sqrt6 / sqrt2

Remeber order of operations

8 + (sqrt6/sqrt2)

8 + (sqrt3*sqrt2/sqrt2)
8 + (sqrt3)
8 + 1.732
9.732
Hope that helps.

Answer 6

8sqrt2+sqrt12 divided by two

simplify to

sprt3+4sqrt2

Answer 7

9.732050808

Answer 8

7.389