F (x) = 5-x^6+1/x^6

f (x) = 1/x^4-cosx

f (x) = 7x^5+4

Question

Математика

Градислава

14 июля, 06:51

F (x) = 5-x^6+1/x^6

f (x) = 1/x^4-cosx

f (x) = 7x^5+4

+1

Ответы (1)

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Эмилия · Answer 1

F (x) = 5-x⁶+1/x⁶, F (x) = 5x-x⁷/7+x⁻⁶⁺¹ / (-6+1) + C, F (x) 5x-x⁷/7-1 / (5x⁵)

f (x) = 1/x⁴-cosx, F (x) = x⁻⁴⁺¹ / (-4+1) - sinx+C, F (x) = 1 - / (3x³) - sinx+C

f (x) = 7x⁵+4, F (x) = 7x⁵⁺¹ / (5+1) + 4x+C, F (x) = 7x⁶/6+4x+C

F (x) = 5-x^6+1/x^6f (x) = 1/x^4-cosxf (x) = 7x^5+4

F (x) = 5-x^6+1/x^6

f (x) = 1/x^4-cosx

f (x) = 7x^5+4