Using long division, what is the divisor of this polynomial.
`(x^3+6x^2-2x+6)/(x^2+2)`
x2+2
Using Descarte's Rule of Signs, how many possible positive zeros are there?
`5x^5+10x`
0
Simplify
`(2+3i)+(6-7i)`
`8-4i`
What is the complex conjugate of 3+5i
3-5i
`sqrt(-16)`
4i
Using Long Division, what is the quotient of this polynomial
`(x^3+6x^2-2x+6)/(x^2+2)`
x+6
Using Descarte's Rule of Signs, how many possible positive zeros are there?
`-5x^3+x^2-x+5`
3 or 1
Simplify
`(4-6i)-(-7+8i)`
`-11-14i`
What is the complex conjugate of -4-7i
-4+7i
`sqrt(-48)`
`4sqrt(3)i`
Using Synthetic Division, what is the quotient of this polynomial?
`(x^3+x^2+2x+9)/(x+2)`
`x^2-x+4`
Using Descarte's Rule of Signs, how many possible negative zeros are there?
`-5x^3+x^2-x+5`
Simplify
`2i(3+6i)-4(2-8i)`
`-20+38i`
What is the complex conjugate of
`-4+sqrt(3)i`
`-4-sqrt(3)i`
`4i^2`
-4
Using Synthetic Division, what is the remainder of this polynomial?
`(3x^3-x^2+8x+7)/(x+2)`
-37
List the possible rational zeros of the following polynomial (Hint these are the p's and q's):
`x^3+x^2+9x+9`
`p/q=1, 3, 9`
Simplify:
`(2-6i)(3+4i)`
`30-10i`
What is the complex conjugate of
`-2-2sqrt(2)i`
`-2+2sqrt(2)i`
4i2+6i3
-4-6i
Using Synthetic Division, find the quotient of the polynomial.
`(2x^4+6x^3-10x^2-13x-29)/(x+4)`
Quotient:
`2x^3-2x^2-2x-5`
List the possible rational zeros of the following polynomial (Hint these are the p's and q's):
`5x^3-9x^2+28x+6`
`p/q=1, 1/5, 2, 2/5, 3, 3/5, 6, 6/5`
Simplify:
`(4+2i)/(5+i)`
`11/13+3/13i`
What nationality is mathematician Rene Descartes?
`sqrt(-7)*sqrt(-8)`
`-2sqrt(14`