Aind he points of vakersec onlipt polar the Carves 「こ1+ 30s0 ad re_2 2 - Cos O

Q: 5. Evaluate: tan-(2 – 3j). Express in polar form

A:

Q: Convert the equation from polar to Cartesian r²sec² +4rcos-r² tan² = 0 a) b) r = 3 sint cost

A:

Q: Given point M (6√3,-6), which is located on the rectangular coordinate plane, what are the…

A: Put x= r cos and  y=r sin .

Q: Transform (0, y) from rectangular into polar form (here y is any negative number).

A: We have convert rectangular coordinates (0 , y) into polar coordinates: Where y is negative number-

Q: xy dydx Evaluate the Herated intcaral by converting to polar Coordinates 3 dydX

A: We have to evaluate the iterated integral by converting it into polar coordinates.

Q: Find the polar coovdinates rectanguar coordinak es the point whose (x,y)= LI,}) are

A:

Q: l+vI+r² xy dydx -z 1-VT-

A: ∫01∫1-1-x21+1+x2xydydxTo transform to polar coordinates and calculate

Statements and Logic

Logic is the analysis of general patterns of thoughts without regard to any specific sense of context.