What is hsqrt(x)sqrt(x+h)(sqrt(x)+sqrt(x+h)) ?

The solution to hsqrt(x)sqrt(x+h)(sqrt(x)+sqrt(x+h)) is h(xsqrt(x+h)+sqrt(x)(x+h))

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simplify hsqrt(x)sqrt(x+h)(sqrt(x)+sqrt(x+h))

simplify

h x x + h (x + x + h)

h (x x + h + x (x + h))

Solution steps

h x x + h (x + x + h)

Expand

x (x + x + h) : x + x x + h

= h (x + x x + h) x + h

Expand

x + h (x + x x + h) : x x + h + x (x + h)

= h (x x + h + x (x + h))

(- 45)^{2}

(y - 1)^{2}

25 \cdot 1 0^{- 3} \cdot ln (\frac{1 0 ^{- 2}}{1 0 ^{- 9}})

x + 1 \times x - 4

What is hsqrt(x)sqrt(x+h)(sqrt(x)+sqrt(x+h)) ?
The solution to hsqrt(x)sqrt(x+h)(sqrt(x)+sqrt(x+h)) is h(xsqrt(x+h)+sqrt(x)(x+h))