Question

Дано ƀ(-2; 1). Знайдіть координати вектора -3ƀ А)-3ƀ(-2; -3) Б)-3ƀ(6; -3) В)-3ƀ(6; 1)

Answer 1

Ответ:

1. В)-3b(6; 1)

Объяснение:

давай лучшая ответ

Answer 2

I can help you with your math question.

To find the coordinates of the vector -3ƀ, you need to multiply the coordinates of ƀ by -3. That is, $$-3ƀ=(-3)(-2;+1)= (6;-3)$$

Now, to find the coordinates of -3ƀ in different positions, you need to add or subtract the coordinates of the position from the coordinates of -3ƀ. For example, to find the coordinates of -3ƀ in position A, you need to subtract the coordinates of A from the coordinates of -3ƀ. That is, $$-3ƀ(-2;+-3)=(6;-3)-(-2;+-3)=(8;0)$$

Similarly, you can find the coordinates of -3ƀ in positions B and C by adding or subtracting the coordinates of B and C from the coordinates of -3ƀ. The results are:

- A) -3ƀ(-2; -3) = (8; 0) - B) -3ƀ(6; -3) = (0; 0) - C) -3ƀ(6; 1) = (0; -4)

I hope this helps you understand how to find the coordinates of a vector. If you have any more questions, feel free to ask me.Ответь+подробно.++Дано+ƀ(-2;+1).+Знайдіть+координати+вектора+-3ƀ+++А)-3ƀ(-2;+-3)+Б)-3ƀ(6;+-3)+В)-3ƀ(6;+1)+