Advertisements
Advertisements
Question
What is the degree of the polynomial `sqrt 7`?
Options
`1/2`
5
2
0
Advertisements
Solution
0
Explanation:
`sqrt 7 = sqrt 7 xx 1 = sqrt 7 x^0`
The degree of the polynomial `sqrt 7` is 0.
APPEARS IN
RELATED QUESTIONS
Write the polynomial in x using the given information.
Monomial with degree 7
Write the degree of the given polynomial.
`sqrt 5`
Write the degree of the given polynomial.
`x^2`
Write the degree of the given polynomial.
`sqrt2m^10 - 7`
Write the degree of the given polynomial.
`2p - sqrt 7`
Write the degree of the given polynomial.
`7y - y^3 + y^5`
Write the degree of the given polynomial.
xyz + xy - z
Write the degree of the given polynomial.
`m^3n^7 -3m^5n + mn`
Write the appropriate polynomials in the boxes.
What is the degree of the polynomial 2x2 + 5x3 + 7?
Multiply (x2 - 3) (2x - 7x 3 + 4) and write the degree of the product.
Write the degree of a polynomial of the following:
y − 6y2 + 5y8
Write the degree of a polynomial of the following:
xyz − 3
Write the degree of a polynomial of the following:
x5y7 – 8x3y8 + 10x4y4z4
Find the degree of the following polynomial
x3(x2 + x)
p(x) is a polynomial of degree 1 and q(x) is a polynomial of degree 2. What kind of the polynomial is p(x) × q(x)?
Degree of the constant polynomial is __________
