@edwardyy.aep: Daily Integral 91: Here, we have an integral with fractions raised to the power of one and x with different signs. We must get a like base so we can implement the product rule of exponents where you could add or subtract exponents when you have the same bases. Notice that if we raise to the power of -1 the bottom fraction would flip matching the top fraction, all we need to do is distribute that negative sign in the power. Now we have the same bases for these two fractions, we can go ahead and subtract the exponent and consolidate the base. Thankfully, the exponent cancels out nicely leaving us with the remaining integrand squared, from here, use simple u sub and change the bounds accordingly. Distribute if needed and solve. #dailyintegral #integral #calculus
I meant to write the bound as -1, somehow forgot about it but kept in mind, so when I changed the bound I thought of it as -1 even though I wrote 1 for the lower bound 🥶
2026-04-14 10:40:29
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XaRa._. :
you loss - at the 1
2026-05-20 14:03:07
33
D3XTER :
you forgot +c
2026-04-14 16:47:13
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Linkiu :
Great work man
2026-05-18 16:22:26
0
阮留有发 :
=0,5
2026-05-26 08:56:27
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Anton★ :
Esta mal🥀
2026-06-07 17:23:03
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Hooda Mahmoud :
I love calculus
2026-04-14 16:10:06
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DarkLLS :
entendi la mayoría pero no la parte de dónde saco el 2
2026-06-02 06:04:21
0
Matemática Fácil :
ln(1)=0 , R = 4(1-ln(2)) + c
2026-04-19 00:10:17
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ffsbro :
yo great work
2026-04-14 12:03:26
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Luke :
🔥🔥🔥🔥🔥🔥
2026-04-14 10:38:30
0
FAith :
🔥
2026-04-26 04:55:15
0
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