When solving the equation for p: q=4p-1. What is the coefficient in front of the q?
A. -4 B. -¼ C. ¼ D. 4
The coefficient is the number in front. If there is no number, the coefficient is 1.
Now, before you say "but that's not one of my answer choices!" realize that you have to first solve the equation, THEN you look at the coefficient :-)
Thank you!!!!
I forgot what coefficent was, thats all..oops
hello?
Did you get the answer?
not yet, they have been typing for a while now..i'm sorta wondering if they are even there
who has been typing for a while now?
can you solve the equation for \(p\)? That means get \(p = \) on the left side, and everything else on the right side...
Well you have the equation \[q=4p-1\], first you need to solve the equation for p. Do you know how to do that?
so add the 4p to the left?
well, you can flip the equation over when you're done; it doesn't matter which side you get the variable alone on. Mostly, you want to get everything else off the same side as your variable for which you are solving. \[q = 4p-1\]I might suggest adding 1 to both sides
\[q = 4p -1\]You need to get p by itself , so add 1 to both sides \[q + 1 = 4p\] Now you need to get p by itself, so divide both sides by 4. What do you get when you divide both sides by 4 ?
q+1/4=p? im so sorry i have no clue
That's almost right, except you forgot to divide q by 4, other than that its correct
\[\frac{ q }{ 4 }+\frac{ 1 }{ 4 } = p\]
q/4 is that same as \[\frac{ 1 }{ 4 }q\]
thats what i meant oops
Oh okay, so you under stand how we got that?
yes i do
Great, now to answer the question "What is the coefficient in front of the q?" coefficient is the number in front of the variable. What's in front of q?
1/4
That's right!
so my answer would be C.?
Yeah
oh, i had the letter choices above in case you didn't see...well, thank you very much! i think i understamd this now, have a good night/day
You're welcome
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