Explore these beautiful treks in PuneU0001f929 #shorts

The shape of a toy is given as f(x) = 6(2x^(4) – x^(2)) . To make the toy beautiful 2 sticks which are perpendicular to each other were placed at a point (2,3), above the toy. At which of the following intervals will f(x) be increasing?

The shape of a toy is given as f(x) = 6(2x^(4) – x^(2)) . To make the toy beautiful 2 sticks which are perpendicular to each other were placed at a point (2,3), above the toy. Find the slope of the normal based on the position of the stick.

The shape of a toy is given as f(x) = 6(2x^(4) – x^(2)) . To make the toy beautiful 2 sticks which are perpendicular to each other were placed at a point (2,3), above the toy. Which value from the following may be abscissa of critical point?

The shape of a toy is given as f(x) = 6(2x^(4) – x^(2)) . To make the toy beautiful 2 sticks which are perpendicular to each other were placed at a point (2,3), above the toy. Find the second order derivative of the function at x = 5.

The shape of a toy is given as f(x) = 6(2x^(4) – x^(2)) . To make the toy beautiful 2 sticks which are perpendicular to each other were placed at a point (2,3), above the toy. What will be the equation of the tangent at (2,3)?

Do we experience things of beauty only for short moments or do they make a lasting impression on us?

In a cross between a pure tall pea plant with green pod, and a pure short plant with yellow pod, how many short plants out of 16 you would expect in "F"_(2) generation?

A silver cup is plasted with silver by passing 0.001 F of electricity . The amount of Ag deposited is (Ag = 107.8)