For a cone, if the radius was quadrupled and the slant height was reduced to one sixth of its original size, what would be the formula to find the modified surface area?
+129840 The "formula" for the original surface area of the cone is given by:
Ac = pi*R*L where R is the radius and L is the slant height length
So, if the radius is quadrupled and the slant height is reduced tio 1/6th of its original value, we have
Ac = pi*(4)R*(1/6)L = (2/3)pi*R*L
+129840 The "formula" for the original surface area of the cone is given by:
Ac = pi*R*L where R is the radius and L is the slant height length
So, if the radius is quadrupled and the slant height is reduced tio 1/6th of its original value, we have
Ac = pi*(4)R*(1/6)L = (2/3)pi*R*L
