Question

(3\1,8-2/5,12)*(-1/3,17)​

Answer 1

Ответ:

Пошаговое объяснение:

Answer 2

It seems like you want to perform the operation of multiplying two vectors. However, the notation you provided is a bit unclear. Typically, when multiplying vectors, you can perform either a dot product or a cross product, depending on the context.

If you want to perform a dot product of the two vectors $(3/1, 8-2/5, 12)$ and $(-1/3, 17)$, you can do it as follows:

$(3/1, 8-2/5, 12) \cdot (-1/3, 17) = (3/1 * -1/3) + ((8-2/5) * 17) + (12 * 0) = -1/3 + (136 - 34/5) + 0 = -1/3 + (680/5 - 34/5) = -1/3 + 646/5 = (-5/15) + (646/5) = (-5 + 1292)/15 = 1287/15$.

So, the dot product of these two vectors is $1287/15$.

If you meant to perform a different operation or if you have additional information, please clarify, and I'll be happy to help further.