-Evaluate the expression
-Identify the terms. Identify the coefficients of the variable terms of the expression.
-Evaluate the expression for the value of x=-3. (If not possible, state the reason)
-Evaluate the following expression
3 when u=4 and v=-2
-Simplify the following expression.
-Write a polynomial that fits the description:
A fifth-degree polynomial with leading coefficient 4
-Write a polynomial in standard form and identify the degree and leading coefficient of the polynomial.
-x + 19x2 + 1
-Perform the indicated operation below and simplify if possible by combining like terms. Write the result in standard form.
(6y2 – 7y – 3) – (2y2 – 9y -7)
-Multiply or find the special product.
(4x – 9) (8x – 4)
– Multiply or find the special product
– Factor out the common factor.
8x3 – 104x
–Completely factor the difference of two squares.
x2 – 16
– Factor the perfect square trinomial.
2 – 16x + 64
– Factor the trinomial
x2 + 14x + 45
– Completely factor the expression
5x2 – 125