Question

6) |x - 3,71| = 3,7;​

Answer 1

решаем как простое уравнение ведь |-1|=1 (это пример)

x-3,71=3,7

х=3,7+3,71

х=7,41

Ответ: 7,41

решение2:

х-3,71=3,7

х=3,71-3,7

х=0,01

Ответ: 0,01

Ответ: 7,41 и 0,01

Answer 2

The equation |x - 3.71| = 3.7 represents two possible equations, depending on whether the expression inside the absolute value (|x - 3.71|) is equal to 3.7 or equal to -3.7.

1. x - 3.71 = 3.7: To solve for x in this case, add 3.71 to both sides of the equation: x = 3.7 + 3.71 x = 7.41

2. x - 3.71 = -3.7: To solve for x in this case, add 3.71 to both sides of the equation: x = -3.7 + 3.71 x = 0.01

So, there are two possible solutions for the equation |x - 3.71| = 3.7: x = 7.41 and x = 0.01.