- #1

- 41

- 0

## Homework Statement

∫(t+1)

^{2}/t

^{2}

## Homework Equations

## The Attempt at a Solution

I don't see any possible way to substitute.

∫(t

^{2}+2t+1)/t

^{2}

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- Thread starter fallen186
- Start date

- #1

- 41

- 0

∫(t+1)

I don't see any possible way to substitute.

∫(t

- #2

- 1,341

- 3

- #3

- 327

- 1

∫(t+1)^2/t^2

=

∫ (t^2+2t+1 ) / t^2 dt

=

∫ t^2/t^2 dt + ∫2t/t^2 dt + 1/t^2 dt

take it from there

=

∫ (t^2+2t+1 ) / t^2 dt

=

∫ t^2/t^2 dt + ∫2t/t^2 dt + 1/t^2 dt

take it from there

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