-x≤ y ≤ 3. Draw the region R = {(x, y)| x ≥ 0 and 1 ≤ x² + y² ≤ 4 and x}. Use the standard polar change of variable to compute (a) the area SS 1 dx dy and (b) R symmetry.) A = Sfx dx dy x dx dy and x. (In this example, y = 0 by R

Show work on how to get the range of theta.

Convert to polar coordinates and evaluate

State the area of the region, determined by the lines, y = 6r, y = 3x +2, y = 6x – 11, y = 3x + 9 with proper uv-transformation. i. integrand function (integrant fonksiyonu) ii. the limits of u (u nun sınırları) i the limits of v (v nin sınırları) Oi. 1/9 ii. 2 s us 11 iii. 2 s v s9 Oi. 1/3 ii. 0 s us 11 iii. 0 s v s9 Oi. 1/3 ii. 2 s us 11 ii. Os vs 9 Oi. 1/3 ii. 0 sus 11 iii. 2 s v s 9 Oi.9 ii. 0 s u s11 iii. 2 s v s 9

Needed to be solved correclty in 30 minutes and get the thumbs up . please show neat and clean work and provide correct solution

Let w = f(x, y) and a, y in polar cordainate then (f.)² + (fy)² = %3D

Identify the correct plot that describes the polar region R = { (r, 8 ) | 2srs 5, n/2 ≤ 8 ≤ 3n/2}. D 10 UD -1 d 1 -1 1 -5-4-3-2 -1 -1 1 Hint: Determine the range for r and then the range for 8. 1

please help me to answer this question    make sure the writing understandable

Graph the region D indicated by 4 C Hyperbola Help poweted by desmos -10 Integrate f(x, y) = (x² + y?) over the given region D using polar coordinates. (Give an exact answer. Use symbolic notation and fractions where needed.) (x². Incorrect

40.