Morning peeps, morning here anyway. Am I starting out right on this one: (7-2y)(10-3y), 7(10)+7(-3y)-2y(10)-2y(-3y)? ty for anyone that is available to help me;) Denise
What is the original question?
Morning is peeping here, too.
sorry, it is the (7-2y)(10-3y)
LOL:) peeping, yep, but still dark;)
Bright sunshine here but morning.
the directions say to Express the product in descending powers of the variable. It first says to use the FOIL method.
nice, where are you? I am in Oregon:)
foil right
(7-2y)(10-3y) = 6y^2-41y+70 FOIL then combine likes.
@nwcountry --> I am in southeastern U.S. I have a friend in Portland.
and yes, you are exacty right, although you now have some more work to do
@ NW Country --> what answer did you get for the problem.
Oh love the South, yes, ok, if I have started out right I should end up ok on the prob. much thanks and have a great day! PS I may be back, LOL!! denise
Let's work it. These interlopers always show up.
thanks Luis:) Direct, I think it was 54y-6y but I erased it so can hardly see it, just didn't look right.
FOIL, First, Outer, Inner, and Last terms, correct?
Thank you too Satellite!!
it is a little confusing(ok, a lot, the FOIL thing. I just do the distribution method but I suspect I am missing something:( So much to learn in such a short time, they cram a lot in at the college.
Let's begin anew. ( 7 - 2y)( 10 - 3y) 7*10 + 7* (-3y) + (-2y) (10) + (-2y)(-3y) See if you think that's correct. I can draw the FOIL multiplications if you like.
thank you too agreene!!
Ok direct;) I'm checkin it out now:)
that's the way I did it, same deal. Ok, let me finish it and see what I get this time;)
So, that would be 70 - 41y + 6y^2
Yes, I didn't have it at first because I forgot to take out the + sign after 70, but thanks for your answer, doubt I would have seen it, not for a time anyway, LOL!!
Try this: (x + 2) * (x + 2) =
One more question. Why would they put the answer in the opposite order in the back of the book? Am I missing something in the original directions about descending order? I saw only one answer to one of the odd numbered questions(we work the even numbers so we can't just copy the answers. But the odd numbered help us to know if we are on track. Hope I am making sense.
Yes, that helps me when I remember I need to distribute and multiply, thank you:)
It is typical practice to place the terms in descending order. 70 - 41y + 6y^2 = 6 y^2 - 41y + 70
Try this: (x + 2) * (x + 2) =
Here's one, I think I got it right:) (7x^2-2)(3x^2-5), I got 21x^4 -41x^2 - 10
I got that except for a + 10. Let me check my work.
Ohhhhhhhhhhhhh, I need to do that according to direction then. I have the answer but then put it in descending, got it, ty much!!!! Ok, on the last problem you are checking
I think you are right!
(-2)(-5) = + 10. It is so easy to make a sign-us error.
Do you not want to do (x + 2) * (x + 2) =
I remember it's multiply so I don't usually put that in. Do you think it's a better way I should write the problem?
it is my biggest problem, sign errors
I'll do them that way and see if it helps, I'm sure it will:)
I do it because of typing (keyboarding) here. I don't do it if I'm writing on paper. Sign errors are problems for everyone.
;) ty for your help, I really appreciate it.
Just do whatever technique you like. It's all the same thing. (x +2)(x+2) Does that look more familiar?
yes but I understand the asterisk as well. Was that a +10? If so, I have another error in a problem I see. A minus, minus another minus = a +, I think?
hmm,on my calculator it comes out a minus 10?
This is the problem with the + 10 sinus problem: :) (7x^2-2)(3x^2-5), I got 21x^4 -41x^2 - 10. This answer is correct excecpt that it should be 21x^4 -41x^2+ 10.
what makes it a plus just so I understand Direct?
the two minuses?
I'll work it out. (7x^2-2)(3x^2-5) =( 7x^2) (3x^2) + (7x^2) (-5) + (-2)((3x^2)) + (-2)(-5)
I don't use the FOIL technique so it takes me longer to figure out the multiplication.
Yes,, it is (-2)(-5) = 10
Ok, also, in descending order, would 10^4 come before say, 14^2?
No. Both are constant terms which means they are not variables.
Of x^2 and x, x^2 has the higher power and comes first. So, x^2 + x.
Yes, I see it on my calculator, you are right about the +10, ty, ty
Why do you not want to do the (x+2)(x+2) problem?
Variables go first then, but so 9x^4 would go before 10x^2? It's in order, descending of just variables and what power?
Yes.
I didn't see it? You wanted me to work one out here?
Ok, got it, I have homework I have to finish by 9:45;)
Okay, so that's a no. When you have more time, we will practice.
I would love it, you are really kind, thank you and I will be back after about 1pm. I will look for you, Denise
Okay, have a good day.
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