Is 2x + 1 a monomial or a polynomial

RELATED INFORMATIONS

• 1. Is 2x + 1 / 3 a polynomial or a monomial
• 2. The monomials that make up the polynomial 2x-x-3 are () A.2x,x,3 B.2x,-x,-3 C.2x,x,-3 D.2x,-x,3
• 3. How to judge polynomials and monomials? Do you want to combine similar terms? For example, are 5 + 9 and X + 2x monomials or polynomials? OK, we'll add more points. The minimum is 10 points. Even for soy sauce
• 4. [multiplication of polynomials by monomials (to complete the process!) 5x (x-1) - (2x + 3) (X-5)
• 5. Is x (x-1) + 2x (x + 1) - 3x (2x-5) a binomial multiplication polynomial?
• 6. If the square of polynomial x + 2 times the square of (k-1) XY + y, K does not contain the term of XY, the value of K is obtained If the square of polynomial x + 2 times the square of (k-1) XY + Y - K does not contain the term of XY, the value of K is obtained
• 7. If the square of polynomial x-4kxy-3y + x-24 does not contain the XY term, then the square of k-1 = () (with process) If the square of polynomial x-4kxy-3y + x-24 contains no XY term, then the square of k-1 = () (with process),
• 8. When k takes what value, the square of polynomial x-3 + 1 / 2xy-3y + 4kxy has no XY term
• 9. If the square of polynomial x + the square of (2k-3) xy-3y + X-1 contains no XY term, then k = ()
• 10. If the polynomial x ^ 2 + 3kxy-3y ^ 2 + 6xy-8 contains no XY term, then K=_________
• 11. Given the absolute value of (m-1 / 2) ^ 2 + 1 / 3 times n-2 = 0, and the product of a polynomial and 2A ^ 2MB ^ n equals 2A ^ 3B ^ 2-6a ^ 2B ^ 2 + 4AB ^ 2, find this term fast
• 12. If the polynomial x * x * x-8x * x + X + 42 can be divided by x-3x, then the factorization of X * x * x-8x * x + X + 42 is I have classes in the afternoon,
• 13. If the remainder of polynomial x ^ 5 + 3x ^ 4 + 8x ^ 3 + 11x + m divided by X + 2 is 1, then the value of M is ()
• 14. If x ^ 3-3x ^ 2 + 3x-9 can be divided by X + A, then the value of a is
• 15. If the polynomial f (x) = x & # 179; + A & # 178; X & # 178; + AX-1 can be divided by X + 1, then the value of real number a is? The answer is: Because f (x) can be divided by (x + 1), so f (- 1) = - 1 + A & # 178; - A-1 How can f (x) be divided by (x + 1) =
• 16. We know that the polynomial x ^ 4-x ^ 3 + MX ^ 2 + X-1 can be divided by X-1 and find the value of M
• 17. If the polynomial X & sup2; - (m-1) x + M can be divided by X + 1, the value of M can be obtained
• 18. The polynomial X & sup2; - (M + 1) x + M can be divisible by X + 1 to find the value of M
• 19. Let m = {x | X & # 178; - Px + 12}, n = {x | X & # 178; + 4x + q = 0}, and m ∩ n = {- 3} (1) find the values of P and Q (2) find the union of M and n Let m = {x | X & # 178; - Px + 12}, n = {x | X & # 178; + 4x + q = 0}, and m ∩ n = {- 3} (1) Finding the value of P and Q (2) finding the union of M and n Need detailed steps fast!
• 20. If the polynomial X & # 178; - 4x + 3 = (x + m) (x + n), then M + n=