Solve for x: 2x+5=15
x=5
What is sin (30°)
1/2
Differentiate: f(x)= 3x2 - 5x + 2
6x-5
Integrate x2dx
x3/3 + C
Factor: x2 -9x + 18
(x-3) (x-6)
Convert 150° to radians
5π/4
Integrate 6x5 - 18x2 + 7dx
x6 - 6x3 + 7x + C
Solve for x: 3/x = 5/4
x= 12/5
1
Differentiate: e2x
2e2x
Integrate 10t-3 + 12t-9+4t3dt
-5t-2 - 3/2t-8 + t4 + C
Multiply: (7x-4) (7x+4)
49x2-16
A right triangle has an angle of 30°. The hypotenuse is 10. Find the opposite and adjacent sides.
Opposite = 5
Adjacent = 5 sqrt3
Differentiate: f(x) = (6x2 + 7x)4
4 (12x+7) (6x2+ 7x)3
Integrate sin(x) + 10csc2(x)dx
-cos(x) - 10cot(x) + C
Multiply: (2x3-x) (x1/2 + 2/x)
4x2 + 2x7/2 - x3/2 -2
Name the corresponding coordinates of 240°
(-1/2 , -sqrt3/2)
Differentiate: h(u) = tan(4+10u)
10sec2(4+10u)
Integrate (8x-12) (4x2-12)4dx
1/5 (4x2-12x)5+C