The videos of chain, product, and division rules helped me a lot during this coronavirus period and even though the videos are 2 yrs old it really really helped me a lot Maths Genie
Hey thought i was curious can we just place the (x+2)² to the upper of this fraction so we write the equation as (X+1). (X+2)^-2 So that we use U'.V ± U.V' ????
@@sunitakanwar2506 2:40 ….u just gotta factorise (x+2) from the numerator, leaving behind (x+2-2x+1), which simplifies to (3-x). The factorised (x+2) will divide (x+2)^4 to yield (x+2)^3. Final answer: (3-x)/(x+2)^3
It's amazing how stuff you thought was hard becomes crazy easy after you understand it
fr bro
^ this but with quantum electrodynamics
Fr. This is why I think maths is the easiest subject
The videos of chain, product, and division rules helped me a lot during this coronavirus period and even though the videos are 2 yrs old it really really helped me a lot Maths Genie
Me too,,, so helpful
I’ve been incredibly ill over the past 2 weeks and haven’t been able to learn in time for my formal assessments and this helped greatly
Thanks for solving all my problems and making my life easy for me.
The best channel. Thanks man
Hey thought i was curious can we just place the (x+2)² to the upper of this fraction so we write the equation as
(X+1). (X+2)^-2
So that we use
U'.V ± U.V'
????
God bless you , Thank youuuuuuu
Can’t believe I was struggling on something so easy
How do you know when to leave it and when to simplify? You could quite easily simplify it to -x/(x+2)^3, right?
The question will say if it wants it in a certain form - if it just says differentiate you don't have to simplify
Plese solve it whole i haven't get ans {x+2}^3
@@sunitakanwar2506 2:40 ….u just gotta factorise (x+2) from the numerator, leaving behind (x+2-2x+1), which simplifies to (3-x). The factorised (x+2) will divide (x+2)^4 to yield (x+2)^3. Final answer: (3-x)/(x+2)^3