Let'a, is a real number satisfying a, +「= 18 . Find the value of a. a. [Ans. 47]

Let'a' is a real number satisfying a^(3)+(1)/(a^(3))=18. Find the value of a^(4)+(1)/(a^(4))

Let a is a real number satisfying a^3+1/(a^3)=18 . Then the value of a^4+1/(a^4)-39 is ____.

Let a is a real number satisfying a^3+1/(a^3)=18 . Then the value of a^4+1/(a^4)-39 is ____.

Let a is a real number satisfying a^3+1/(a^3)=18 . Then the value of a^4+1/(a^4)-39 is ____.

Let a is a real number satisfying a^3+1/(a^3)=18 . Then the value of a^4+1/(a^4)-39 is ____.

Let a is a real number satisfying a^(3)+(1)/(a^(3))=18. Then the value of a^(4)+(1)/(a^(4))-39 is

Find the value of : ""^(50)C_(47)

If t is a real number satisfying the equation 2t^3-9t^2+30-a=0, then find the values of the parameter a for which the equation x+1/x=t gives six real and distinct values of x .

If t is a real number satisfying the equation 2t^3-9t^2+30-a=0, then find the values of the parameter a for which the equation x+1/x=t gives six real and distinct values of x .

If t is a real number satisfying the equation 2t^3-9t^2+30-a=0, then find the values of the parameter a for which the equation x+1/x=t gives six real and distinct values of x .