What is g^3(h-4g)-h(3-2g^3) ?

The solution to g^3(h-4g)-h(3-2g^3) is -4g^4+3g^3h-3h

English

Español

Português

Français

Deutsch

Italiano

Русский

中文(简体)

한국어

日本語

Tiếng Việt

עברית

العربية

Popular >

simplify g^3(h-4g)-h(3-2g^3)

simplify

g^{3} (h - 4 g) - h (3 - 2 g^{3})

- 4 g^{4} + 3 g^{3} h - 3 h

Solution steps

g^{3} (h - 4 g) - h (3 - 2 g^{3})

Expand

g^{3} (h - 4 g) : g^{3} h - 4 g^{4}

= g^{3} h - 4 g^{4} - h (3 - 2 g^{3})

Expand

- h (3 - 2 g^{3}) : - 3 h + 2 g^{3} h

= g^{3} h - 4 g^{4} - 3 h + 2 g^{3} h

Group like terms

= - 4 g^{4} + g^{3} h + 2 g^{3} h - 3 h

Add similar elements:

g^{3} h + 2 g^{3} h = 3 g^{3} h

= - 4 g^{4} + 3 g^{3} h - 3 h

368 x + 552

55 \cdot 55 - 55 + \frac{55}{0}

68 \cdot 324

(9)^{3}

(- 4 + 3 i) - (5 + 2 i)

What is g^3(h-4g)-h(3-2g^3) ?
The solution to g^3(h-4g)-h(3-2g^3) is -4g^4+3g^3h-3h