Integrals

Find an anti derivative (or integral) of the following functions by the method of inspection: sin 2x

Find an anti derivative (or integral) of the following functions by the method of inspection: cos 3x

Find an anti derivative (or integral) of the following functions by the method of inspection: (ax + b)^2

Find the following integrals in Exercises 6 to 20: $\int$ ($ax^{2}$ + bx + c) , dx

Find the following integrals in Exercises 6 to 20: $\int$ ($2x^{2}$ + $e^{x}$) , dx

Find the following integrals in Exercises 6 to 20: $\int$ (2x - 3$\cos$ x + $e^{x}$) dx

Find the following integrals in Exercises 6 to 20: $\int \sec$ x ($\sec$ x + $\tan$ x) dx

Integrate the functions in Exercises 1 to 37: $\sin$ x $\sin$ ($\cos$ x)

Integrate the functions in Exercises 1 to 37: $\sin$ (ax + b) $\cos$ (ax + b)

Integrate the functions in Exercises 1 to 37: $\tan^2$(2x - 3)

Integrate the functions in Exercises 1 to 37: $\sec^2$(7 - 4x)

Integrate the functions in Exercises 1 to 37: $\cot$ x $\log \sin$ x

Find the integrals of the functions in Exercises 1 to 22: $\sin^2$(2x + 5)

Find the integrals of the functions in Exercises 1 to 22: $\sin$ 3x $\cos$ 4x

Find the integrals of the functions in Exercises 1 to 22: $\cos$ 2x $\cos$ 4x $\cos$ 6x

Find the integrals of the functions in Exercises 1 to 22: $\sin^3$(2x + 1)

Find the integrals of the functions in Exercises 1 to 22: $\sin^3$ x $\cos^3$ x

Find the integrals of the functions in Exercises 1 to 22: $\sin$ x $\sin$ 2x $\sin$ 3x

Find the integrals of the functions in Exercises 1 to 22: $\sin$ 4x $\sin$ 8x

Find the integrals of the functions in Exercises 1 to 22: $\sin^4$ x