First, let's find the components of the vector 2,8−4,92,8 - 4,92,8−4,9:
2,82,82,8 - 4,94,94,9 = −2,−1-2, -1−2,−1
Next, let's find the components of the vector −4,3−2,6-4,3 - 2,6−4,3−2,6:
−4,3-4,3−4,3 - 2,62,62,6 = −6,−3-6, -3−6,−3
Now, let's multiply the two vectors component-wise:
−2<em>−6,−1</em>−3-2 <em> -6, -1 </em> -3−2<em>−6,−1</em>−3 = 12,312, 312,3
Therefore, the result of the multiplication is the vector 12,312, 312,3.
First, let's find the components of the vector 2,8−4,92,8 - 4,92,8−4,9:
2,82,82,8 - 4,94,94,9 = −2,−1-2, -1−2,−1
Next, let's find the components of the vector −4,3−2,6-4,3 - 2,6−4,3−2,6:
−4,3-4,3−4,3 - 2,62,62,6 = −6,−3-6, -3−6,−3
Now, let's multiply the two vectors component-wise:
−2<em>−6,−1</em>−3-2 <em> -6, -1 </em> -3−2<em>−6,−1</em>−3 = 12,312, 312,3
Therefore, the result of the multiplication is the vector 12,312, 312,3.