Question

write the vector $\langle -2,11\
angle$ in the form $ai + bj$.
$\langle -2,11\
angle=\square i+\square j$

Explanation:

Step1: Recall vector component form

A vector $\langle x, y
angle$ can be written as $x\mathbf{i} + y\mathbf{j}$.

Step2: Identify components

For the vector $\langle -2, 11
angle$, the $x$-component (coefficient of $\mathbf{i}$) is $-2$ and the $y$-component (coefficient of $\mathbf{j}$) is $11$.

Answer:

$-2\mathbf{i} + 11\mathbf{j}$