According to enstine's special theory of relativity,the mass of the body satisfies the equation m(v) = m0 / sqrt(1-(v^2/c^2))
Where m(v) is mass of body when it moves with speed v in relation to observer,m0 is the mass of body at rest in relation to observer(ie a constant for example 1 kg)and c is speed of light
(1) domain and range of m(v)
(2)when velocity is 0 what is the mass?(this is vertical intercept)
(3)determine equation of vertical and horizontal aymptotes
(where is m(v) increasing and decreasing.
(4) where is m(v) concave up and down