Sketch the given region of integration r and evaluate the integral over r using polar coordinates. modifyingbelow integral from nothing to nothing integral from nothing to nothing with upper r startfraction 1 over startroot 16 minus x squared minus y squared endroot endfraction da∫∫r 1 16−x2−y2 da; requals=startset (x comma y ): x squared plus y squared less than or equals 1 comma x greater than or equals 0 comma y greater than or equals 0 endset

Tell me how you got the it use the figures to answer questions 1and 2. in each diagram, line k is parallel to line l, and line t intersects lines. 1. based on the diagrams, what is the value of x? 2. how would you verify your answer for x?

The rectangle on the right is the image of the rectangle on the left. what transformation would result in this image? reflection rotation translation dilation

Yuto and hila attempted to solve the same inequality. their work is shown below. which statement is true about the work shown above? yuto is correct because he isolated the variable correctly and reversed the inequality symbol. yuto is incorrect because he should not have reversed the inequality symbol. hila is correct because she isolated the variable correctly and reversed the inequality symbol. hila is incorrect because she should not have reversed the inequality symbol.