`(sqrt(x-3))/(x-2)>0`

Solve sqrt((x)/(x-3))+sqrt((x-3)/(x))=(5)/(2) ( x != 0, x != 3 )

sqrt((x)/(x-3))+ sqrt((x-3)/(x))= (5)/(2), x ne 0, x ne 3 then x=

if f(x)={{:((sin(p+1)x+sinx)/(x),xlt0),(x,x=0),((sqrt(x^(2)+x)-sqrt(x))/(x^(3//2)),xgt0):} is continuous at x=0 then (p,q) is

The values of p and q for which the function : f(x) = {{:((sin (p + 1)x + sin x)/(x), x lt 0),(q,x=0),((sqrt(x + x^(2)) - sqrt(x))/(x^(3//2)),x gt 0):} is : continuous for all x in R, are :

The value of p and q for which the function f(x) = {((sin(p+1)x+sinx)/(x), ",",x lt 0),(q, ",", x = 0),((sqrt(x+x^(2))-sqrt(x))/(x^(3//2)), ",", x gt 0 ):} is continuous for all x in R, are

The value of p and q for which the function f(x) = {((sin(p+1)x+sinx)/(x), ",",x lt 0),(q, ",", x = 0),((sqrt(x+x^(2))-sqrt(x))/(x^(3//2)), ",", x gt 0 ):} is continuous for all x in R, are

The number real of roots of sqrt(x - 3) (x^(2) + 7x + 10)= 0 , where x in R is