Find the value of m for which `6m/6^3= 6^5`

Find the value of m for which 6^(m)/6^(-3)=6^(5)

Find the value of m for which 6^(m)/6^(-3)=6^(5)

Find the value of m for which 5^(m)-:5^(-3)=5^(5)

Find the value of m if (m^6-1)=0

Find the value of m for which the lines mx+(2m+3)y+m+6=0 and mx+(2m+1)x+(m-6)y+9=0 intersect at a; point on y-axis.

Find the value of "m for which the quadratic equation (m+1)y^(2)-6(m+1)y+3(m+9)=0,m!=-1 has equal roots.Hence find the roots of the equation.

Find the value of m in which the points (3, 5), (m, 6) and ((1)/(2), (15)/(2)) are collinear.

Find a positive value of m for which the coefficient of x^(2) in the expansion of (1+x)^(m) is 6.

Find a positive value of m for which the coefficient of x^(2) in the expansion f(1+x)^(m) is 6.

find the set of value of m for which exactly one root of the equation x^(2)+mx+m^(2)+6m=0 lie in the interval (-2,0)