@mathwithyosh: Evaluating an indefinite integral using trig identities #apcalculus #apcalc #mathteacher #highschoolmath #integrals

Math With Yosh
Math With Yosh
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Saturday 26 September 2026 01:26:01 GMT
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hydroflask420
AJ :
i hate these calc problems that are really trig problems
2026-09-26 05:46:30
57
the_underdog_hedgehog
the underdog hedgehog :
this is nice and all, but honestly weierstrass substitution always work
2026-09-26 09:28:38
6
mahpar565
mahpar565 :
and what is the point of all this math maturation. how does it ever apply to life.
2026-09-26 17:05:56
0
syrupytime
ben? :
I love your videos and they’ve been incredibly helpful throughout my calculus journey, even into college! Thank you for making the videos that you do and the way that you outline calc concepts!! 🫶
2026-09-26 02:08:17
6
mrklos
Glitterprincess Braadworst :
But if x=0,5 pi, wont sin(x) be 1. 1-1 is 0, so youll divide by 0?
2026-09-27 18:33:50
0
geloami
Geloami :
Domain should be considered here. The answer is only applicable when original expression is defined ie when 1-sinx /= 0.
2026-09-28 10:36:41
4
gunmm00
LUMËNØ :
well (cosx)^2=1-(sinx)^2=(1-sinx)(1+sinx) therefore (cosx)^2 / (1-sinx) = 1+sinx so the interval of 1+sinx dx = x -cosx +c
2026-09-29 20:14:01
0
tan_3133auy
Tan_3133auy :
And for x=pi/2
2026-10-03 22:50:31
1
joshm_87
JoshuaM :
I have said this before, but it definitely needs to be said again, I wish you were my Calc professor. You explain things so well. My Calc and beyond professors didn’t explain things this well.
2026-09-26 04:25:16
1
adlimaths
ADLI MATHS :
Good job And what if x=pi/2😅?
2026-09-26 18:26:28
1
j_v_er
Javier :
Very smooth
2026-09-27 17:06:55
0
kookiemon001
Kookiemon :
Shouldn't we state that x ≠ pi/2 + 2n pi?
2026-09-26 10:30:10
0
ciencias_y_calculo_pro
Ciencias y Cálculo PRO :
Easy peace le on squizy
2026-09-29 21:19:15
0
sayarmaths01
ဆရာ သင်္ချာ $$$ :
Thanks
2026-10-03 12:35:14
1
yosef.shriki0
Yosef Shriki🇮🇱 :
bro just use a²-b²
2026-09-26 20:32:54
0
math_iq1
MOTASEM🇮🇶 :
There is more five ways to solve this
2026-09-26 22:09:54
0
luwhaaa
luwhaaa :
why the plus sign, is it because to cancel off easier?
2026-09-27 02:45:26
0
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