Here is a vary simple absolute value equation. I 10X I = -20 I got 2 solutions x= { 2, -2 } but the comp. program said I was wrong. Can any one verify.
not possible
no solution
|a| = a |-a| = a so absolute value is always positive
please explain
for any a \[|a|\ge 0\] therefore it is impossible for |10x|=-20
But I 10x I = 20 If i /2 on both sides then x = 2
for I10x I = 20 the solution is x=-2,2
In plain English we can say that absolute value of any number, whether negative or positive, is always positive. So it can never give a negative result... | 10x | can never be equal to a negative 20
Now u r changing your question, initially you said that right side was -2, go up and see your post
Oh ! some times i think I am brain dead thanks, I see the light.....
yes I see I was thinking 20 and not seeing -20 your right. I am in a partial coma I think.
sometimes when we work for long hours, we tend to become like this...........no big deal.............☺☻
true..... 50 hrs per week <> plus school.............
I will suggest that you do maths is "short bursts" of about 45 minutes each and after each burst stop doing maths and study something else like English or social studies etc. for an hour and then again do maths for 45 minutes........ This way the "maths centre" of your brain will get some time to rest and recover and then you will start afresh......☺ Just try this out and see the difference........
Thanks
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