B
49/4 or 12.25
divide or multiply the number x times.
While 3 is a number multiplying, it's a coefficient. That has x as is its factor.
Yes, over the real set of numbers. For example, the graph of y=x2+1 is a regular parabola with a vertex that is one unit above the origin. Because the vertex is the lowest point on the graph, and 1>0, there is no way for it to touch the x-axis.NOTE: But if we're considering imaginary numbers, the values "i" and "-i" would be the zeroes. I'm pretty sure that all polynomial functions have a number of zeroes equal to their degree if we include imaginary numbers.
The smallest number is 60 (LCM) and the second smallest is 120 (LCM * 2, as it is the smallest real number after 1).
a
a
A factor is one of two or more numerical or algebraic components of a product. **Note : 1.To factor a counting number means to break it down into its prime number factors. 2.To factor a polynomial is to find its prime polynomial factors, a basic procedure for solving algebraic equations.
if a is number of tiles high and b is tiles wide then, (x+a) = height and (x+b) = width so the polynomial is (x+a)(x+b).
Anywhere. Provided it is not zero, and number p can be the leading coefficient of a polynomial. And any number q can be the constant term.
It is not possible to give a sensible answer to this question. The greatest common factor (GCF) refers to a factor that is COMMON to two or more numbers or polynomials. If you have only one number or polynomial there is nothing for it to have a factor in common with!
Because 3 is a factor of 9. Any number that has a composite number as a factor will also have that number's factors as factors.
No.A polynomial is not a number. Do you mean can every number be represented by a polynomial?If so, the answer is still no.
Because 4 is a factor of 8. Any number that has 8 as a factor will also have 8's factors as factors.
The number 1 or a factor.
In the context of primes and factoriation, every counting number is a factor.
Any number with 11 in it is a factor: it is a factor of double the number, for example.