Question

∫(e^t - 4√16t + 3/t^3) dt ​

Answer 1

Resposta:

Se for ∫(e^t - 4√(16t) + 3/t³) dt ​

∫(e^t - 16*t^(1/2) + 3t⁻³) dt ​

e^(t) -16 * t^(1/2+1) /(1/2+1) +3 *t^(-3+1)/(-3+1) + constante

e^(t) -16 * t^(3/2) /(3/2) +3 *t^(-2)/(-2) + constante

e^(t) -(32/3) * √t³  -(3/2)/t² + constante

=  e^(t) - 12√t³  - 3/2t² + constante