#Polynomial Function
70 messages · Page 1 of 1 (latest)
A. Given P(x) and one of its factor, find the remaining zeros of the polynomial function
B. Write a polynomial function of least degree with integral coefficient that has the given zeros
<@&780044119199973376>
Help :<
I don't think so
the constant term in your polynomial should be the product of all the (real and complex) roots (+/- depending on whether the polynomial is of even or odd degree)
What shoud i do🥲
I think you messed up your division
probably retry that
if you can't get it right then watch a video tutorial on long division
No. 8 and 9?
Really?
but 8 appears to be wrong
It should be x³-2x²-19x+20 ?
👍
Really?
yeah
How about no.8 and 9?
still wrong
Can you help me?
not really atm
When?
Awh....ty ig, but i'll be submitting this tomorrow
I hope someone can help me 😅

in the 8 a.) u made a mistake. The remainder is 0
Is 9 correct?
and then it has a root 1
u can use synthetic division again and can solve the quadratic after it as well
in 9 : x+1 is not a factor
x-1 is a factor
X-4 is not a factor in 9
in fact, the factors are (x+3)(x-1)(3x+4)
So ig you got ur answer 👍
I didn't try yet
What is that under the x+1 in no.8?
The one that you wrote
I removed the -4 u had there , since the remainder is 0
Ohhhhh.....Btw, tysm
@tropic wren has given 1 rep to @floral edge
hmm yea no big deal 👍
There's no other mistake?
the b part you have to do it again since u found wrong roots, u can easily make an equation having those roots
oh wait
b part has it's separate questions
@floral edge this?
I will solve this rn and tell u the correct ans
the correct answer for b 1 is x³ -2x² -19x +20 = 0
they have roots 1,-4, 5
umm yes so u did it right , good job
Can you look at my solution?
yea its same as mine so u got right answer
yea its right, ik how to write a quadratic eqn so i did (x²+3x-4)(x-5)
which is the same after multiplying
yea so I gtg now and ig ur problems r solved
Mhm, ig😂. Goodnight