Question

5313=3*y*x**23 find x and y​

Answer 1

5313=3*y*x**23 then x & y = ( ±7 , ±11) ,( ± 1 ,  ± 77)

Step-by-step explanation:

5313=3*y*x**23

=> x * y  = 5313/ ( 3 * 23)

=> x * y = 1771/23

=> x *y  = 77

77  = 77  *1   =  1 * 77

77 = (-77) * (-1)  = (-1) * (-77)

77  = 7  *11   =  11 * 7

77 = (-7) * (-11)  = (-11) * (-7)

x  =  77   , y = 1

x =   1  , y  = 77

x  = - 77 , y = -1

x = -1  , y =  -77

x = 7  , y  = 11

x = 11 , y = 7

x = -7  , y = -11

x = -11 , y = -7

x & y = ( ±7 , ±11) ,( ± 1 ,  ± 77)