Answer:
For a, I got √10 for the minimum value of modulus n.
The GCF of a polynomial is the greatest factor which is common to all the terms of the polynomial.
Thus, an example of a polynomial with a GCF of 7 is
The above polynomial can also be rewritten as
This form of the polynomial is obtained by factoring out the GCF of the polynomial.
Answer:
C.67
Step-by-step explanation:
Use the Pythagorean Theorem to solve this. First find the missing side. 23 squared plus 16 squared. Which equals 785 then you just find the square of that and it is 67.
Answer: y (space) 1
Since y doesn’t have any terms let’s leave that to the side and focus on the numbers
-4 -1 +6
First combine the negatives giving you
-5 + 6
Now subtract 5 from 6
6-5 = 1
Now add back the y to the equation
Y (space) 1
we know that
A quadratic equation is a polynomial with an order of two. Its general form is
case a)
<u>The case a) is a quadratic equation</u>
case b)
<u>The case b) is a grade polynomial</u>
case c)
<u>The case c) is a grade polynomial</u>
case d)
<u>The case d) is a grade polynomial</u>
therefore
the answer is