Question

Draw the vector C ⃗ such that A ⃗ + B ⃗ + C ⃗ =0 . Draw the vector. The length and orientation of the vector will be graded. The location of the vector will not be graded. You can move vectors A ⃗ and B ⃗ if necessary to construct the required vector.

Answer 1

To draw the vector C ⃗ such that A ⃗ + B ⃗ + C ⃗ =0, we can rearrange the equation to C ⃗ = -A ⃗ - B ⃗. So, to construct vector C ⃗, we first draw vector -A ⃗ starting from the end of vector A ⃗. Then, we draw vector -B ⃗ starting from the end of vector -A ⃗. The vector C ⃗ is then drawn from the end of vector -B ⃗ to the original starting point.

Step-by-step explanation:

To draw vector C ⃗ such that A ⃗ + B ⃗ + C ⃗ = 0, we can rearrange the equation to C ⃗ = -A ⃗ - B ⃗. So, to construct vector C ⃗, we first draw vector -A ⃗ starting from the end of vector A ⃗. Then, we draw vector -B ⃗ starting from the end of vector -A ⃗. The vector C ⃗ is then drawn from the end of vector -B ⃗ to the original starting point.