so complicated. help. the answer doesn't match the answer :(
is it supposed to be an A? Because when I solve it I got positive but A is the only option or is there further simplification?
@ganeshie8 help?
@TheDream a lit help?
Option A is not the answer.
>> Because when I solve it I got positive What are you saying about something being positive?
here's my work @\[\left\{ \frac{ 12x+30 }{ \left( 2x+5 \right)\left( 4x+3 \right) } \right\}\]
oh
That looks more like an answer than work.
yep i see my mistake now I just need to simplify (2x+5)
If you got A, then your factoring of 8x^2+26x+15 is wrong
huh?
The numerator 12x + 30 has a common factor. Take it out and something pleasant may happen.
isn't B?
Yeah, it is. I hope you know why
I said it right?
i factor out 12x+30 and that was cancelled by the denominator
i just didn't show all my works becuz itz gonnna take too long to type :/
>>i factor out 12x+30 and that was cancelled by the denominator By "that," you mean what? I'm just trying to follow what you are saying.
sorry I know how to solve it now but I just don't have to to do the equation Hope you understand what I meant by i factor out 12x+30 and that was cancelled by the denominator if you look at my equation stated above THnaks for the help
>> i factor out 12x+30 This means 6*( 2x + 5), I hope.
yes sir
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