Question

Точка м-середина отрезка ab Найдите координаты м,если а(0;3;-4) б(-2;2;0)

Answer 1

М(х)=-1
м(у)=2,5
м(z)=-2
м(-1;2,5;-2)

Answer 2

I will answer your question in detail. The point M is the midpoint of the segment AB. To find the coordinates of M, we need to use the formula for the midpoint of a segment:

$$M\left(\frac{x_A+x_B}{2};\frac{y_A+y_B}{2};\frac{z_A+z_B}{2}\right)$$

If A(0; 3; -4) and B(-2; 2; 0), then we can substitute the values of the coordinates of A and B into the formula and get:

$$M\left(\frac{0+(-2)}{2};\frac{3+2}{2};\frac{(-4)+0}{2}\right)$$

Simplifying the fractions, we get:

$$M\left(-1;\frac{5}{2};-2\right)$$

Therefore, the coordinates of M are (-1; 2.5; -2). This is the answer to your question. You can also check the solution from the web search results . I hope this helps.