[" If the roots of the equation "(a+1)x^(2)-3ax+4a=0quad (a!=-1)" is "],[" greater than unity,then the value of "a" are "]

If the roots of equation (a+1)x^(2)-3ax+4a=0 (a is not equals to -1 ) are greater than unity,then

If the roots of equation (a + 1)x^2-3ax + 4a = 0 (a is not equals to -1) are greater than unity, then

If the roots of equation (a + 1)x^2-3ax + 4a = 0 (a is not equals to -1) are greater than unity, then

Match the following {:("Column-I" , " Column -II"),("(A) if the roots of the equation" x^(2) -2ax +a^(2)+a-3=0 " are real and less than 3, then a belongs to " , "(p) a does not exist" ),("(B) If the roots of the equation " x^(2) -2ax +a^(2)+a-3=0 " are real and greater than , 3 then a belongs to " , "(q) " (3/2","3)),("(C) If exactly one root of the above equation lies in the interval (1,3) then a belongs to " , "(r) " (-1","2) cup (2","3)),("(D) IF the roots of the above equation are such that one root is greater than 3 and other smaller than 1, then a belongs to " , "(s) " (-oo","2)):}

Match the following {:("Column-I" , " Column -II"),("(A) if the roots of the equation" x^(2) -2ax +a^(2)+a-3=0 " are real and less than 3, then a belongs to " , "(p) a does not exist" ),("(B) If the roots of the equation " x^(2) -2ax +a^(2)+a-3=0 " are real and greater than , 3 then a belongs to " , "(q) " (3/2","3)),("(C) If exactly one root of the above equation lies in the interval (1,3) then a belongs to " , "(r) " (-1","2) cup (2","3)),("(D) IF the roots of the above equation are such that one root is greater than 3 and other smaller than 1, then a belongs to " , "(s) " (-oo","2)):}

If the roots of the equation x^(2)-4ax+4a^(2)+2a-3=0 are real and less than 3, then

If all roots of the equation x^(3)+ax^(2)-ax-1=0 are real and distinct,then the set of values of a is