please show detailed solution, thank you
please show detailed solution, thank you Find the length of the curve described by the polar...
1. How do you find the area of a region bounded by a polar curve? 2. How do you find the length of a polar curve 3. Find the area of the circle given by r = sin 0 + cos 0. Check your result by converting the polar equation to rectangular form, then using the formula for the area of a circle.
please include the graph 12. la) Use a graphing utility to graph the curve represented by the following polar equation: r(θ)-1-cos(θ) over the interval 0 ses 2. (b) Find the arc length of this curve over the interval with your notation, show orientation arrows on your curve, and show your steps clearly.) (b) are length of this curve over the interval 0 0 S 2,- 12. la) Use a graphing utility to graph the curve represented by the following polar...
please show how to complete question 4&5. thank you. 4. Find polar form of the following complex numbers: i-1, 2i+2, sin(3/7) + i cos(31/7), cos(28/7) - i sin(2/7). 5. Let a = cos(3) + i sin(*), b = cos(5) + i sin(5). Find polar form for ab, a/b. Find real and imaginary parts of a" and 649
UUIILS Sdve (6pts) Find the length of the polar curve =4-2 COS O an tl on the interval O E[0,1]. "(may use calculator to integrate) TT TT Paragraph 4 Arial 3 (12pt) : - E - T- III
Can someone please show a more detailed solution of this. Thank you! +2 C 8 C-8 nF
(a) Find the points on the polar curve r = 2(1 – cos(0)) where the tangents are horizontal. (b) Find the points on the polar curve r = 2(1 - cos(0)) where the tangents are vertical. (c) Find the length of the curve. FIGURE 3. r = 2(1 - cos(O)).
Please explain, thank you. Show that the curve x = 5 cos t, y = 2 sin tcos t has two tangents at (0, 0) and find their equations (smaller slope) (larger slope) Show that the curve x = 5 cos t, y = 2 sin tcos t has two tangents at (0, 0) and find their equations (smaller slope) (larger slope)
just make circle questions which 2,(b) and 3,(i) thank you 2. (Polar Coordinates: Polar Plots). (a) Consider the curve given in polar coordinates (i) Use a scientific calculator to fill in the following table with the (approximations of) values of the function r(0) on π, π r(e) (the approximations of the values r(e) must be good to at least two decimal places). (i) Use the graph paper for the polar coordinate system (attached to the assignment sheet) to plot the...
14. (5 points) Find a polar equation for the curve represented by ? + y2 = 4. Use the polar equation to set up and evaluate an integral that gives the length of the curve on the interval 0 SO S 2.
The length of the polar curve r = 5 cos O is Select one: 27 5 ᏧᎾ 211 5 2 cos e de 21 1 - sin’e de TT 3 cos? o de o jis do