Graph y=tan(2x)
Graph y=3sin(2x)
Describe the Transformation g(x)=(x-4)^3
Divide Using Long Division 3.5÷0.5
Divide Using Long Division 305÷4
Find the Maximum/Minimum Value f(x)=x^2+2x-1
Evaluate (-18)-(-24)
Find the Degree -5
Evaluate 45/3
Find the Maximum/Minimum Value y=-2+5sin(pi/12(x-2))
Evaluate (18)(18)
Divide Using Long Division 289÷2
Write the Equation in Standard Form 5x^2-20x=15
Divide Using Long Division 29÷3
Evaluate -20*1
Find the Derivative – d/dx csc(2x)
Find the Exact Value cot((5pi)/3)
Graph y=3- square root of x
Evaluate 20*24
Evaluate 4*16
Divide Using Long Division 254÷3
Evaluate -133/-7
Divide Using Long Division 27÷4
Convert to a Fraction 650%
Convert to a Fraction 66 2/3%
Convert to a Decimal 12.5%
Determine if the Expression is a Perfect Square 81
Factor 9x-4
Evaluate natural log of 25
Expand natural log of 10e^4
Factor 9x+15
Evaluate natural log of e^e
Simplify arcsin(1)
Find the Symmetry x^2+y^2=9
Expand sin(2x)^2
Simplify ( square root of 3- square root of 2)^2
Convert to a Fraction 1.4
Simplify cos(arctan(x))
Convert to a Fraction -7.32
Expand (1+sin(2x)+cos(2x))/(1+sin(2x)-cos(2x))
Simplify (1-cos(x)^2)(csc(x))
Find the Exact Value tan(pi/6)
Find the Exact Value tan(-45 degrees )
Evaluate 3^1
Find the Exact Value csc((5pi)/4)
Evaluate -135/15
Convert to a Fraction 0.53
Evaluate natural log of 42
Find the Local Maxima and Minima y=f'(x)
