What is 4(1+h)3-64(1+h)2+240(1+h)-180 ?

The solution to 4(1+h)3-64(1+h)2+240(1+h)-180 is 124h-56

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simplify 4(1+h)3-64(1+h)2+240(1+h)-180

simplify

4 (1 + h) 3 - 64 (1 + h) 2 + 240 (1 + h) - 180

124 h - 56

Solution steps

4 (1 + h) \cdot 3 - 64 (1 + h) \cdot 2 + 240 (1 + h) - 180

4 (1 + h) \cdot 3 = 12 (1 + h)

64 (1 + h) \cdot 2 = 128 (1 + h)

= 12 (1 + h) - 128 (1 + h) + 240 (1 + h) - 180

Expand

12 (1 + h) : 12 + 12 h

= 12 + 12 h - 128 (1 + h) + 240 (1 + h) - 180

Expand

- 128 (1 + h) : - 128 - 128 h

= 12 + 12 h - 128 - 128 h + 240 (1 + h) - 180

Expand

240 (1 + h) : 240 + 240 h

= 12 + 12 h - 128 - 128 h + 240 + 240 h - 180

Group like terms

= 12 h - 128 h + 240 h + 12 - 128 + 240 - 180

Add similar elements:

12 h - 128 h + 240 h = 124 h

= 124 h + 12 - 128 + 240 - 180

Add the numbers:

12 - 128 + 240 - 180 = - 56

= 124 h - 56

1 0^{3} \cdot 1 0^{6}

(\frac{144}{25})^{\frac{3}{2}}

\frac{1}{7} + \frac{2}{5}

\frac{15}{33}

\frac{x ^{n}}{x}

What is 4(1+h)3-64(1+h)2+240(1+h)-180 ?
The solution to 4(1+h)3-64(1+h)2+240(1+h)-180 is 124h-56