Question

a cylinder and a cone have equal base.the height of a cylinder is 3 cm and the area of its base is 100 cm square the cone is placed upon the cylinder.volume of the solid figure so fomed is 500cm square.find the total height of the figure ​

Answer 1

Answer:

Step-by-step explanation:

Answer 2

Answer:

Step-by-step explanation:

HEY HERE IS THE ANSWER FOR YOUR QUESTION............

First let us Find the possible values from the given ones:-

                 π r^2 = 100

                keep the π as it is don't substitute it's value

                r^2 = 100 / π

                r = 10 / √π

            NOW LETS FIND THE VOLUME OF THE CYLINDER

                                   π r^2 h = π * 100 / π * 3

    π and π will get cancelled.

                        = 300 cm^2

        NOW LETS FIND THE HEIGHT OF THE CONE

        1 / 3 π r^2 h = 1 / 3 π* 100 / π * h = 200

    again π and π will get cancelled

                   100 h = 200 * 3

                   h = 200 * 3 / 100

                  h = 6 cm

               

Now the total height of the figure is height of cone + height of cylinder

           = 6 +3

           = 9 cm

so this is your answer for the question...........

       

                so the height of the figure is = 9 cm.