It depends entirely on the value of x.
Its the square root of 2 times x Ambiguous. More clear is x times square root of 2
That expression can't be simplified. It has to written, and evaluated, just as it appears in the question: [ sqrt(x + 2) ] + [ sqrt(x + 3) ]
Yes, I think so even though it has been 50 years since I took Calculus . Note that x times the square root of x is just x to the 3/2 power, so you can do the obvious. The answer is x to the 5/2 divided by 5/2 + x
5 - x^2 = (the square root of 5 minus x)(the square root of 5 plus x)
square root of 4x is 2 times square root of x, so answer is square root of x times 3 since it is 2 square roots of x plus one of them
It depends entirely on the value of x.
(x squared plus the square root of 2) times (x squared minus the square root of 2).
Its the square root of 2 times x Ambiguous. More clear is x times square root of 2
That expression can't be simplified. It has to written, and evaluated, just as it appears in the question: [ sqrt(x + 2) ] + [ sqrt(x + 3) ]
simplify the square foor of 49 times x to the third time y to the sixth times the absolute value of z squared
x plus the square root of 2
Yes, I think so even though it has been 50 years since I took Calculus . Note that x times the square root of x is just x to the 3/2 power, so you can do the obvious. The answer is x to the 5/2 divided by 5/2 + x
5 - x^2 = (the square root of 5 minus x)(the square root of 5 plus x)
x=16
x2 + 2
(3 x 2) - (2 x 2) = 2