What is (2u^5-13u^4)+(8u^4+u^5) ?

The solution to (2u^5-13u^4)+(8u^4+u^5) is 3u^5-5u^4

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simplify (2u^5-13u^4)+(8u^4+u^5)

simplify

(2 u^{5} - 13 u^{4}) + (8 u^{4} + u^{5})

3 u^{5} - 5 u^{4}

Solution steps

(2 u^{5} - 13 u^{4}) + (8 u^{4} + u^{5})

Simplify

(2 u^{5} - 13 u^{4}) + (8 u^{4} + u^{5}) : 2 u^{5} - 13 u^{4} + 8 u^{4} + u^{5}

= 2 u^{5} - 13 u^{4} + 8 u^{4} + u^{5}

Add similar elements:

- 13 u^{4} + 8 u^{4} = - 5 u^{4}

= 2 u^{5} - 5 u^{4} + u^{5}

Group like terms

= 2 u^{5} + u^{5} - 5 u^{4}

Add similar elements:

2 u^{5} + u^{5} = 3 u^{5}

= 3 u^{5} - 5 u^{4}

- 2 (a - 3 b + c)

w^{100} + w^{50}

(2 t^{2})^{3}

+ x (x - 1) (x + 3)

lo g_{10} (a) (a^{3} + 2 a^{2} + a (a + 1) 2)

What is (2u^5-13u^4)+(8u^4+u^5) ?
The solution to (2u^5-13u^4)+(8u^4+u^5) is 3u^5-5u^4