Click the play button and note the values of the angular speed w, and the linear speed v. (i) How does decreasing the radius affect the linear speed? (ii) How does increasing the radius affect the angular speed? Jse the interactive figure to find your answer. Use the left and right arrow keys to move along a slider as needed. Click here to launch the interactive figure. I) Choose the correct answer below. O A. When the radius decreases the linear speed increases. O B. When the radius decreases the linear speed stays the same. O C. When the radius decreases the linear speed decreases. (ii) Choose the correct answer below. O A. When the radius increases the angular speed increases. O B. When the radius increases the angular speed stays the same. O C. When the radius increases the angular speed decreases.

Complete the dimensions of the given triangle. Angle "C" = 104° | Side "a" = 23 | Side "c" = 4 Report below the values (rounded to one decimal place) of the missing side and angles (degree units). Make sure they are labeled consistently wit h how I labeled the given components. %3D %3D Your attached work must show the use of either the formulas that brought you to your conclusion. For the toolbar, press ALT+F10 (PC) or ALT+FN+F10 (Mac). 14ny ニ v A Arial ト > >

Have a Problem using the equation to predict the temprtature at 60min. See the attached picture of work and equation. You will need a food thermometer to be able to do this assignment.  Cook, bake, or heat up an item of food.  Then insert the thermometer into the center of the food once it is ready.  Give it time for the temperature to stabilize and record it.  Then record the temperature of the food every 3 minutes for a half-hour.   Take your data and make a scatter plot for time vs. temperature and label it properly.  Get the exponential equation.  Use your equation to predict what the temperature should be at the one hour mark.  Check the temperature of your food at the one hour mark and comment on how close you came

Find the measure of each marked angle. - 4x = 40 - 14x° = 140° (Type integers or decimals. Simplify your answers.) C (-4x) fors (-14x)"