Time is a crucial resource that each business treasures and tries to turn into a advantage. When selecting document management software program, be aware of a clutterless and user-friendly interface that empowers customers. DocHub provides cutting-edge features to maximize your document administration and transforms your PDF editing into a matter of a single click. Replace Circle in the Assignment Of Money Due with DocHub to save a ton of time and boost your productiveness.
Make PDF editing an simple and intuitive process that helps save you plenty of valuable time. Effortlessly adjust your files and send out them for signing without looking at third-party software. Give attention to pertinent duties and enhance your document administration with DocHub right now.
- A LARGE SHEET OF ICE IS IN THE SHAPE OF A CIRCLE. IF THE RADIUS IS 350 MILES IN 2008, BUT IS SHRINKING AT A RATE OF 1.5 MILES PER YEAR, HOW FAST IS THE AREA CHANGING AT THAT TIME? SO HERE IS THE AREA FORMULA FOR A CIRCLE, WHICH IS GOOD FOR DETERMINING THE AREA OF A CIRCLE AT A SPECIFIC VALUE OF R, OR EVEN DETERMINING R AT A SPECIFIC AREA. BUT WE WANT TO DETERMINE THE RATE OF CHANGE OF THE AREA WHEN THE RADIUS IS 350 MILES AND THE RADIUS IS SHRINKING AT 1.5 MILES PER YEAR. SO IF THIS IS THE RADIUS OF OUR CIRCLE, WERE CONCERNED ABOUT THE RATE OF CHANGE OF THE AREA WHEN R = 350 MILES, AND ALSO WHEN THE RADIUS IS SHRINKING AT A RATE OF 1.5 MILES PER YEAR. SO THE RADIUS IS GETTING SMALLER. THIS IS TELLING US THAT DRDT, OR THE CHANGE OF R WITH RESPECT TO TIME, = -1.5 MILES PER YEAR. AND AGAIN, ITS NEGATIVE BECAUSE ITS SHRINKING. AND NOW, TO DETERMINE THE CHANGE IN THE AREA WITH RESPECT TO TIME, WE NEED TO DIFFERENTIATE OUR AREA FORMULA WITH RESPECT TO T. SO WHEN WE DIFF