I realized quite a handful of O-Level Maths students aren't strong in fundamentals of Algebra. One of them is solving linear inequality.
I've prepared a 4 minutes video to share with you 2 approaches. One of them requires you to remember the changing of inequality sign when you multiply or divide a negative number to the unknown (or variable). The other approach doesn't require any new knowledge.
You choose your preferred way and stick to it for all linear inequality questions.
Love to hear from you which approach you use. Leave me your comments.
Direct link to Youtube video: http://www.youtube.com/watch?v=C7OB6Q0Fmtw
I AM ALSO O LEVEL TEACHER WANT TO PARTICIPATE PEOPLE LIKE YOU PLEASE TELL ME THE WAY HOW I CAN
Hi dear,
thank you so much...made it very easy..
k > 4k/-3
-3+k < 1- 3k/4
k+ 3k/4 < 1+3
k + 3k/4 <4
4k+3k<16
k< 2 2/7
(< represents less than or equal to due to lack of keyboard functions)
erm is the ans 4 < or equal to k ?
-3+k < 1-3k/4
k+ 3K/4 < 1+3
4K+3K/4 < 4
7K < 16
K < 16/7
irfana ,i dont get how you came to your final answer because 4k+3k will give you 7k ryt..am lost here
so k=16/7..or?..plz explian