Answer:
B(-1, 0)
Step-by-step explanation:
coordinates of midpoint p(x,y) are calculated as
---------- (1)
-----------(2)
Here and
<u>Using equation (1)</u>
<u /><u />
<u>Using equation (2)</u>
<u /><u />
The polynomial of degree 3 if we have zeros: -3, multiplicity 1; -4, multiplicity 2 is
Step-by-step explanation:
We need to find the polynomial of degree 3 if we have zeros: -3, multiplicity 1; -4, multiplicity 2
Multiplicity tells how many times that zero occur:
s0 zeros are: -3,-4,-4
or we can write as: x=-3,x=-4 and x=-4
or x+3=0, x+4=0, x+4=0
Multiplying all terms to find the polynomial of degree 3:
So, the polynomial of degree 3 if we have zeros: -3, multiplicity 1; -4, multiplicity 2 is
Keywords: Factors of polynomials
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