If √5 =2.236 and √3 =1.736 ,find the value of [{2/(√5+√3)}{7/(√5-√3)}]

If √5 =2.236 and √3 =1.736 ,find the value of [{2/(√5+√3)}{7/(√5-√3)}]

Just really need to know how to write the answer using sum of solutions

7(sqroot)15 - 2(sqroot)5 ---------------------------- (sqroot)5 simplify by seperating terms and do not use rationalizing the denom...

(9xy^3)1/5

(9x^4) ^ 1/2 is this not 3x^2? because ^2(√9x^4)^1 3x^2 ?

Would like a step by step for this problem. It is just a practice problem and I need an example.

1.√x+3 2.√2x-1 3. 3√4-x 4. 7x^2 ------ √x-2 help please x

(sqroot)62 + 3(sqroot)2 --------------------------- 2(sqroot)2 do not use "rationalizing the denominator"?? Help please x

let x be the width of the boarder. our teacher told us to use the equation -b√b2+4ac

3m4squareroot8m9

Cube root of 300 divided by the cube root of 400

During construction, carpenters often brace walls as shown, where the length of the brace is given by the formula l = √f^2 + h^2 If a carpenter nails a 25-ft brace to the wall 7 feet...

3√962 how do i simplify?

square root of quantity (7t+2) equals 2t _/(7t+2)=2t

√15 times -2√12

please rationalize the denominator and i would like the answer in fractional form

a) use radicals to solve V=9πr^2 to find r. simplify. b) substitute expression for r from part a into formula for the surface are of a right cylinder, s = 18πr+πr^2 c)...

In Algebra 1 I am given the following problem: Simplify: 6√8 + 5√2 x 3√2 x 4√3 Please help me.

The sides of the regular hexagonal nut shown below are x = 17 millimeters long. Find the height h of the nut.

In Algebra 1 I am given the following problem: Simplify: 6√8 + 5√12 x 3√2 x 4√3 Please help me.