If `p (m) = 3m^5 - 7m + 5m^3 + 2` , then :
Write it in a coefficient form .

If p (m) = 3m^5 - 7m + 5m^3 + 2 , then : Write it in the index form by considering all the missing terms with coefficient zero .

If p (m) = 3m^5 - 7m + 5m^3 + 2 , then : Degree of the polynomial ?

Write the polynomial in coefficient form : 2m^4-3m^2+7

If p(m) =m^3 +2m^3 -, +10 , then p(a) +p(-a) =?

If p(m)=m^3+2m^2-m+10 , then p(a)+p(-a)=?

Write the polynomial in coefficient form : m^5+2m^2+3m+15

Solve the following subquestion: Write the polynomial m^3 -2 in coefficient form.

A system consists of three masses m_(1),m_(2) " and " m_(3) connected by a string passing over a pulley P. The mass m_(1) hangs freely and m_(2) " and " m_(3) are on a rough horizontal table (the coefficient of friction= mu ). The pulley is frictionless and of negligible mass. The downward acceleration of mass m_(1) is (assume, m_(1)=m_(2)=m_(3)=m )

Solve : (7m - 5n) - (- 4n - 11m)