Prove (1 - sinx)/cosx = cosx/(1+sinx)

preview_player
Показать описание

Рекомендации по теме
Комментарии
Автор

Thank You for this! I've been watching numerous videos to figure out how to do this, and none have thoroughly explained it as much as this one!

eldnar
Автор

dude, trying to go through a pre-cal class. you are my hero. thank you so much!!

cgod
Автор

Nothing like doing math at 2 in the morning, about to pull of the greatest academic come back of the year in math with a test and a packet of homework that's due in about 8 hours. 😌👍 What a life saver.

portalcrusher
Автор

But the question is, why do you choose to multiply by (1-sinx)? in the beginning?

armishlaibasheraz
Автор

I have a simple idea write sin(π/2-x) in place of cosx and cos(π/2-x) for sinx .And we got it in the required form .use 1-cosx formula I.e 2sin^2x/2... And so on they have given like this to confuse us that's all😂

Gaku-twbd
Автор

How does multipy sign gives you to do lcm bruh

minadahal
Автор

You can cross multiply, then Pythagorean then, 1=1
IT

kenrebarbas
Автор

СПАСИБО БОЛЬШОЕ, ЕСЛИ БЫ НЕ ВЫ, ТО МНЕ ПОСТАВИЛИ БЫ 2 ПО АЛГЕБРЕ

abhshdaadhshba
Автор

multiply RHS by zero and LHS by zero
Zero = zero hence proved😅😅😅

ketanpathade