Write the equation with rectangular coordinates. r2 = 5 cos20 a. (x2 + y2)2 = 5(x2...
The letters rand represent polar coordinates. Write the following equation using rectangular coordinates (x,y). 2 = 14 cos e NICO The equation using rectangular coordinates (x,y) is (x² + y2) 14x =0. r2 = 14cos R(+² ) = K (14 cos ) R² = 14R Coso (R2) 3/4 = 14 Rcoso (x² + y2 %=148 -14 -14 (x² + y2 3%2_14=0 mistake? Did I make a Thank you
12) Express the equation r sin 0 = -3 in rectangular coordinates. a) x2 + y2 = x b) = y x = - 3 d) y = - 3
Write the equation in spherical coordinates. (a) x2 + y2 + Z2 = 64 (b) x2 - y2 - 2 = 1 | eʼsin?(p)cos? (0) – eʼsin(@)sin?(0) – e cos?(p) = 1
The letters x and y represent rectangular coordinates. Write the given equation using polar coordinates (1.0). 5x² + 5y² = 6 Select the correct equation in polar coordinates below. OA. TE OB. 7 = 1/35 OCZ 5(cos + sin ) 6 5(cos + sin ) OD. 6 "- 5
5. (2 points) Let S be the solid inside both x2+y2 = 16 and x2+y2 + z2 = 32. Consider (a) Write an iterated integral for the triple integral in rectangular coordinates. (b) Write an iterated integral for the triple integral in cylindrical coordinates. (c) Write an iterated integral for the triple integral in spherical coordinates. (d) Evaluate one of the above iterated integrals.
5. (2 points) Let S be the solid inside both x2+y2 = 16 and x2+y2 +...
Transform the polar equation to an equation in rectangular coordinates. Identify and graph the equation. TA CSC 0-5 | | | | Choose the correct equation below. 04. x2+(y- D - 08. x2+(-3)?- No NICO o NINI NE SEN 00. =(3+5)2 = Which of the following graphs the equation TCSC 0 = 5? OA OC 341 - Q 3 .
D Question 33 Find an equivalent equation in rectangular coordinates. r(1-2 cos ) - 1 V2.2.2x x2 + y2 - 2+x x2 + y2-1+2x V.2.72-1+2
- cos Transform the polar equation to an equation in rectangular coordinates. Then identity and graph the equation, Write an equation in rectangular coordinates. (Type an equation) What is the graph of this equation? O A horizontal line c. circle with center at(-4,0) OB. vertical line OD. circle with center at (4,0) Select the graph of -8cos e ОА Ов, Ос. OD Click to select your answers
2) Find a rectangular equation for the curve with the given parametric equations. x = 2 sin(t).y = 2 cos(t);0 st <270 (b) x2 + y2 = 2 c) x2 + y2 = 4 (d) y = x2 - 4 (a) y2 - x2 = 2 (e) y = x2 - 2
The result of transforming the equation r2 = 8 rcos( 0) + 3 rsin( e) from polar to rectangular coordinates is: A. 2 2 = 8x + 3y Yx +y B. 2 X +y = 3x + 8y C. Vz? + y2 = 11 D. none of the preceding E. 2 x + y = 8x + 3y