Q: How do you simplify square root of x plus 10 plus square root of 10 divided by x algebraically?

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It cannot be simplified algebraically and needs to be calculated.

No, it cannot be simplified.

You need to combine the different parts that contain the variable "a". Just add the coefficients together algebraically.

i got 42 divided 7x

Cannot be simplified

?

This doesn't simplify unless you use the quadratic equation. If using the quadratic, the answer is 16 + -Ö 69 /5 In words, sixteen plus or minus the square root of sixty-nine divided by five

10 square root 3.

18 + 3 = 21

Factor the numerator. x+1 is one of its factors (otherwise, it wouldn't be possible to simplify it). Then cancel the identical factors in the numerator and the denominator.

If you mean 'simplify': (3x + 5)/15 I simply divided the coefficients (numbers) by 2.

First you do the square root, then the multiplication, then the addition.

-19

There is no need to simplify this, it is only a sum. 21 + (10/2) - 18 = 8

2 times the Square root of 3 + 4

Assuming you mean, 3 + √(27 ÷ 3) then 3 + √9 3 + 3 6

is eassy

300*square root of 3 + 300*square root of 6 = 1254.462165

40 + 4sqrt(5)/(-10) = 40 - 4sqrt(5)/10 = 40 - 2*sqrt(5)/5 which cannot be further simplified.

Factorise it: (x + 5)(3x - 8)

44 divided by (the square root of 4 plus the square root of 4) or 4 divided by point 4 plus 4/4

(7*sqrt(2))/2 (Seven time the square root of 2, divided by two)

Expressed algebraically, d + 7d = 8d.

If you simplify the equation (s+t+s) the answer is 2s+t

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