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So this probably leaves a griffin party. You.
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But how? Computer the line to grow here.
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If so, Here first, first of is too
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Paramo tries. Disi is para Why was one Prospect
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Square? So if we said exit Ghostie wise one
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plus T square and X goes from negative one toe
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once O t simply goes from the fifth one too
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one. So what? This the integral articles from
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negative for are not quick. So this is our
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So we have our course. Aah! He won
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plastic a square. Now this air forfar off we
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replace all the exp i t Why buy one plus
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two square? So we got he over square.
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Rudolph X squared is T square on Why Squares tea
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forthe prostitute the score plus one. So here,
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forthe plus security Square plus one and similarly wise T
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square past one in the denominator. Is this him
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? And our priority would take that The repetitive component
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. Why? So you have a one in two
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tea, So a see the integral should be tea
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from that if one to one and the dot product
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of these two So t force plus street He square
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pross one He plus Teo Plus to teach So which
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is thiss And if we get it looks complicated But
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if I guess it correctly with this will be easy
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Use a problem assembly that this to be you that
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you will be forty que plus sixties forty que plus
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sixty which happens to be twice off Huma Reiter So
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here, but always the way you mean is even
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actually even easier than that. There's one thing I
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miss that Hopefully if I had no no So the
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function the int'l Grint is that our function? Which
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means it's sin naturally, if you change the teeth
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inactive t So that means if you integral with respect
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to interval that this symmetric with respect to zero Sure
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, I always get zero so you actually know don't
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need to do any conversation here. So as the
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funny part of this problem and I hope you figure
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out faster