- 1. triangle a. a slice of a rectangular pyramid perpendicular to the base but not through the apex - 2. rectangle b. the cross section of a rectangular prism perpendicular to the base - 3. trapezoid c. the cross section of a triangular pyramid parallel to the base 4. circle d. the cross section of a cone parallel to the base

Please answer both subparts. I will really upvote

Give each solid a geometric name. Be as precise as you can. Solid A: ( Select] Solid B: [ Select] Solid C: I [ Select ) >

10. Given the right triangle below, write an equation illustrating the Pythagorean Theorem. Y T x 0 Y x

Please write the complete solutions. Upvote will be given! Juan is designing a pool and a deck for his family. The pool has the shape of a cardioid whose equation is given by r = 4 - 4sinθ where r is in meters and θ is a number between 0 and 2π. The deck will be built in the region that lies inside the circle x2+ y2 = 4 and outside the cardioid.   a. Convert the equation of the circle x2+ y2 = 4 in polar coordinates. b. Sketch the polar graphs and shade the region described in the problem. c. Find the polar point(s) where the cardioid and the circle intersect. d. Write an expression involving integrals that gives the area of the region where the deck will be built. Do not evaluate your expression.

The image below represents the framework for the roof of a house y R