Write an equation of the line tangent to this curve at point A r = −8 sin(θ)  polar coordinate (-4√2, pi/4)

consider the equation sin(pi(x+y))=0  a) use your understanding of the sine function to find the solutions to the equation.  b) plot the solutions to the equation.  c) use implicit differentiation to check the slopes of the lines from part b

What is the period of the trigonometric equation? 5л f (x) =D -8 sin (플x+ 품) +4 %3D 6. Enter your answer, as a simplified fraction, in the box. period =

What is the horizontal shift

Convert the equation r^2 cos(θ) sin(θ) = 4 into a rectangular equation   I'm getting hung up on the this. Thank you for the help.

2. If cos(0) = 0.6 , what are the coordinates of P ? Explain your reasoning. YA