Given the parametric equations x = 11 cos 0 and y 15 sin 0, convert the equations to rectangular form. i+ = 1 y? 2. y 1 225 121 15 + K = 1 y 225 1 %3D 121

Q: Consider the parametric equations x = 2+ 3 cos t, y = -1+ 4 sin t a. See x as a function of t and y…

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Q: Convert x = 8 to an equation in polar coordinates in terms of r and 0.

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Q: Find the equivalent rectangular equation for the given parametric equations. Then graph the…

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Q: Find the rectangular form of 3/2 et* i.e. the a + bi form.

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Q: Find parametric equations for the position of the ball relative to the tee as a function of time…

A: By using the parametrization in first two part, To find the time of ball hit the ground and before…

Q: Eliminate the parameter t from the parametric equations x = 3 + sin t and y = cos t − 2. Graph the…

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Q: Write the parametric equations in rectangular form. y= 2f + 6 x = 5t – 8 -

A: Given,           The parametric equations are             y=2t2+6             x=5t-8

Q: Write r = 9 sin 0 as an equation in rectangular form.

A: We will use the formulas:1) r2=x2+y22) x=r·cosθ3) y=r·sinθ

Q: Convert the equation y = −√√3x to polar form. Then solve the resulting equation for 0.

A: Step 1: Step 2: Step 3: Step 4:

Q: Write the corresponding rectangular equation by eliminating the parameter 0 x = 5 +3 sec 0 y = -3 +…

A: Solving the problem by eliminating the theta.

Q: If A and B are similar, then there exists a matrix P such that Bk = p-14kp. Use this fact to find…

A: See the answer below

Q: Consider the parametric equations shown below. x = 3 (cos(θ))2 y = 3 sin(θ)   Find the rectangular…

A: solution of the given problem is below...