Consider the equation `|x^(2)-2x-3|=m , m in R `.
If the given equation has two solutions, then:

cosider the equation |x^(2)-2x-3|=mm in R If the given equation has four solutions,then a.m in(0,oo) b.m in(-1,3) c.m in(0,4) d.None of these

Consider the equation |x^2-2x- 3|=m .m belongs to R .If the given equation has four solutions, then m in (0,oo) b. m in (-1,3) c. m in (0,4) d. None of these

Consider the equaiton 2 + |x^(2) + 4x + 3|= m , m in R Set of all real values of m so that the given equation has three solution is Option 1: 3 Option 2: 2 Option 3: 1 Option 4: 0

Consider the equaiton 2 + |x^(2) + 4x + 3| = m , m in R Set of all real values of m so that given equation have four distinct solutions, is Option 1: (0,1) Option 2: (1,2) Option 3: (1,3) Option 4: (2,3)

Consider the equaiton 2 + |x^(2) + 4x + 3|= m , m in R Set of all values of m so that the given equation have two solutions is Option 1: (3, oo) Option 2: (2,oo) Option 3: {2} uu (3,oo) Option 4: None of these

Consdier the equaiton 2 + |x^(2) + 4x + 3|= m , m in R Set of all real values of m so that the given equation has three solution is

Consdier the equaiton 2 + |x^(2) + 4x + 3| = m , m in R Set of all real values of m so that given equation have four distinct solutions, is

Consdier the equaiton 2 + |x^(2) + 4x + 3| = m , m in R Set of all real values of m so that given equation have four distinct solutions, is

Consider the equation (log_2 x)^(2) -4 log_2 x - m^(2) - 2m -13=0 , m in R . Let the real roots the equation be x_1,x_2 such that x_1 lt x_2 . The sum of maximum value of x_1 and minimum value of x_2 is :

Consdier the equaiton 2 + |x^(2) + 4x + 2_= m , m in R Set of all real values of m so that given equation have four distinct solutions, is