Question

A) | x |=7 Б) | x |=5,7 В) | x |=-19 Г) | x |=0

Answer 1

Ответ:

Смоооотриии фооооотоооо

Answer 2

|x|=7

x=-7

|x|=5,7

x=-5,7

|x|=-19

x=19

|x|=0

x=0

Answer 3

It looks like you're presenting equations involving absolute values and asking for solutions. The notation "|x|" represents the absolute value of the variable x. I'll solve each equation for you:

A) |x| = 7 This equation has two possible solutions: x = 7 or x = -7

B) |x| = 5.7 This equation has two possible solutions: x = 5.7 or x = -5.7

C) |x| = -19 Absolute values are always non-negative, so there are no real solutions for this equation.

D) |x| = 0 The absolute value of any real number is non-negative, and the only number with an absolute value of 0 is 0 itself. x = 0

Please note that absolute value equations can have multiple solutions, and in some cases, they may have no real solutions, as seen in case C.