The spherical bubble inflates so that its volume increase by the constant rate of 120 cubic centimeters per second.
- State the function which express diameter of bubble ( in centimeter ) as the function of bubble's volume (in cubic centimeter ) V= 4/3pir^3
- State the function which express bubble's volume (in cubic centimeter) as the function of number of seconds since ball start to inflate.
- Use the function from (a)and(b) to state function which expresses bubble's diameter (in centimeter) as the function of number of seconds since ball start to inflate.
- Use function notation to show change in bubble's diameter as time increase from 5 to 5.3 seconds. How much the diameter changes?