polynomial complete the table for -7x^4+8x^3-3x^2+5x-9
some please help me complete this table I beg of you
Of course, I'd be happy to help you complete the table for the given polynomial. To evaluate the polynomial for different values of x and complete the table, we will substitute each x-value into the polynomial expression and simplify the resulting equation.
Let's consider the given polynomial: -7x^4 + 8x^3 - 3x^2 + 5x - 9
To complete the table, you will need a specific range of x-values. Let's assume we have the following x-values: -2, -1, 0, 1, and 2.
We will substitute each x-value individually into the polynomial expression and perform the required calculations. Here's how you can do it step by step:
For x = -2:
You need to substitute x with -2 in the polynomial expression:
-7*(-2)^4 + 8*(-2)^3 - 3*(-2)^2 + 5*(-2) - 9
Simplify the equation:
-7*16 + 8*-8 - 3*4 - 10 - 9
Compute the values:
-112 + (-64) - 12 - 10 - 9 = -207
So, when x = -2, the value of the polynomial is -207.
Next, let's proceed with the remaining x-values following the same steps:
For x = -1:
-7*(-1)^4 + 8*(-1)^3 - 3*(-1)^2 + 5*(-1) - 9
Simplify and compute the values.
For x = 0:
-7*(0)^4 + 8*(0)^3 - 3*(0)^2 + 5*(0) - 9
Simplify and compute the values.
For x = 1:
-7*(1)^4 + 8*(1)^3 - 3*(1)^2 + 5*(1) - 9
Simplify and compute the values.
For x = 2:
-7*(2)^4 + 8*(2)^3 - 3*(2)^2 + 5*(2) - 9
Simplify and compute the values.
By substituting each x-value and performing the calculations, you can complete the table with the corresponding values of the polynomial for each x-value.
I hope this explanation helps you complete the table for the given polynomial. Let me know if you need further assistance!