Question

B по модулю равно 6 найдите расстояние от точки b до 1

Answer 1

На расстоянии 6 от 0 находятся точки 6 и -6. Их расстояние до 1:

1) 6-1=5

2) 1-(-6)=1+6=7

Ответ: расстояние от точки 6 до 1 = 5; -6 до 1 = 7.

Answer 2

To find the distance from point B to 1, we need to know the coordinates of both points. You mentioned that |B| (presumably the magnitude of point B) is equal to 6, but we still need the coordinates to calculate the distance.

If the coordinates of point B are (x, y), then the distance between B and the point (1, 0) (which represents point 1 on the number line) can be calculated using the distance formula:

Distance = √((x - 1)^2 + y^2)

Since we don't have the specific coordinates of point B, we cannot determine the exact distance from point B to 1. If you can provide the coordinates of point B, I'd be happy to help you calculate the distance.