Help, I'm having issues with negatives in this problem, cant get right answer: Y+4/y+5-2 Please help me.
is it an equation?
yes, a rational expression type thing
y+4/y+3 but what is your exercise asking?
"Perform indicated operation"
does it give the value of y?
is the problem \[ \frac{y+4}{y+5} -2 \] ?
If so, put the 2 over a common denominator by multiplying it by \[ \frac{2}{1}\frac{(y+5)}{(y+5)} \]
now the problem becomes \[ \frac{y+4 -2(y+5)}{y+5} \]
can you finish?
How do i do the negatives?
I keep getting the wrong answer :(
multiplication - + = - -- = +
y + 4 - 2y - 10 / y + 5
Can you do that now?
mel showed the answer, but let's start with -2(y+5) this means multiply -2 times each term in the parentheses. -2*y + -2*5 or -2y-10 so the top which starts y+4 - 2(y+5) becomes y+4 -2y -10 can you follow?
yes
now combine like terms. we can rearrange it to be y -2y +4 -10 y-2y is the same as 1y-2y . Can you do 1y-2y?
can you do 1-2? 1y-2y is the same as (1-2)y
is it y
Actually, it is -y. Because 2 > 1.
Here is a video on negative numbers http://www.khanacademy.org/math/arithmetic/negative-numbers/v/adding-subtracting-negative-numbers It might help?
Ok, thank you :)
This one might be useful (or not!) http://www.khanacademy.org/math/algebra/ck12-algebra-1/v/variable-expressions But first do the negative numbers....
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