Fourier transform of triangular pulse

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Triangular pulse

Calculations

I am having a hard time figuring out, how the above-highlighted integral is derived. Any hints would be great.

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The highlighted integral is a change of variable, although they didn't change the letter used to represent the two variables. Try doing the substitution $u = -t$ and then replace the $u$ with $t$ once you're done, and you get the given result.