tan^4 rutx ×sec^2rutx/rutx dx
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Step-by-step explanation:
Let - √x = t
(1/2√x) dx = dt
(1/√x) dx = 2dt
Integration of tan⁴t * Sec²t * 2dt
2 tan⁴t * Sec²t dt
tant = Z
Sec²tdt = dZ
2Z⁴ dZ
2(Z^5)/5
2/5 ( tan^5 t )
2/5 ( tan^5 √x )
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