Question

please help, with definite integral??

Answer 1

Post de question~

Answer 2

Do you know how to integrate it?

Answer 3

Posted, would like to see step by step ...

Answer 4

First do \(\large \int (t^5-t^3+1)~dt\).. or do you not know how to integrate it?

Answer 5

I've tried could not ... more

Answer 6

2*t^5-2*t^3+2

Answer 7

?

Answer 8

It's backwards differentiation pretty much. Instead of bring down a power and subtract from the exponent, you bring a power up and add to the exponent..
Like \(\large \int t^5=\frac{1}{6}t^6\)

Answer 9

+C of course

Answer 10

If you derive \(\frac{1}{6}t^6\) you get \(t^5\)

Answer 11

you could make this \[\int\limits_{2}^{4}(t ^{5}-t ^{3}+1)dt=\int\limits_{2}^{4}t ^{5}dt -\int\limits_{2}^{4}t ^{3}dt+\int\limits_{2}^{4}1dt\] and then evaluated everything

Answer 12

these two forms are correct?

Answer 13

yeah sure because of the integral is a linear operator

Answer 14

So thank you to both of you ..... thank you ....

Answer 15

have to put C + on the right end?

Answer 16

+ C

Answer 17

Not for definite, you have limits

Answer 18

I was just using the indefinite to get the general integral first

Answer 19

tudo bem meu amigo ;)

Answer 20

esqueço que você entendi o português rsrs

Answer 21

kkk ñao problema

Answer 22

mais uma vez obrigado meu parceiro...

Answer 23

Fabio! Como posso ajudá-la hoje?

Answer 24

oi meu amigo, tudo bom?

Answer 25

O seu "integral definida" aqui é muito parecido com o que trabalhamos ontem. Precisamos usar a Regra de energia. Você copiar a regra de energia de ontem?

Estou muito bem, e obrigado por perguntar!