i0 = ?
1
Solve by factoring: x2+2x-24=0
{-4,6}
find # and type of solutions: x2-2x+4=3
1 rational solution
f(x)=6x-2 | g(x)=3x
determine (f+g)(x)
9x-2
simplify: 8r2-64r/r-8
8r
√-32 = ?
4√2 i
solve by taking square roots: 8x2-4=-32
{-√14/2, √14/2}
find the product: (6x2-8x-6)(7x-7)
42p3-98p2+14p+42
f(x)=6x-2 | g(x)=3x
determine (f•g)(x)
18x-2
simplify: x-5/30x+12 + 3/30x+12
x-2/30x+12
√75 + √-48 = ?
5√3 + 4√3 i
solve by completing the square: x2-4x+61=-9
{2+√66 i, 2-√66 i}
expand completely: (y-x)3
y3-3y2x+3yx2-x3
h(n)=n+3 | g(n)=-4n+1
find (4h+5g)(9)
-127
simplify: 4/5x-3 - 2/4
11-5x/2(5x-3)
i√-293 * √-32 = ?
i (9√3 i) (4√2 i)
2x2+12x+6=8
{-3+√10, -3-√10}
solve by synthetic division: (81n4-45n3+18n-2) ÷ (-5+9n)
9n3+2n+8/-5+9n
find the inverse: f(x)=∛x -1
f-1(x)=(x+1)3
simplify:
6m3-16m2/2m2 * 3m/8-3m
-3m
Find x: 12i/15 = x/4i
-16/5
-11x2-7x=9
{-7-√347 i/22, -7+√347 i/22}
solve by long division: (2m4+11m3-45m2-65m+12) ÷ (2m-7)
m3+9m2+9m-1+5/2m-7
State if the given functions are inverses:
f(n)=1/(n-3) | g(n)=1/n +3
yes, f(n) and g(n) are inverses.
simplify:
7r+1/7r2-27r-4 ÷ 1/r-1
(r-1)/(r-4)