Different cases of the angle between the velocity and acceleration vectors.
Also see other figures under the “vectors” tag: vector sum rule, right-hand rule, scalar production, or the divergence and curl of vector fields.
Edit and compile if you like:
% Author: Izaak Neutelings (October 2020)\documentclass[border=3pt,tikz]{standalone}\usepackage{physics}\usepackage{tikz}\usetikzlibrary{angles,quotes} % for pic\tikzset{>=latex} % for LaTeX arrow head\colorlet{myred}{red!65!black}\colorlet{xcol}{blue!70!black}\colorlet{vcol}{green!70!black}\colorlet{acol}{red!50!blue!80!black!80}\tikzstyle{mass}=[line width=0.6,red!30!black,fill=red!40!black!10,rounded corners=1,top color=red!40!black!20,bottom color=red!40!black!10,shading angle=20]\tikzstyle{vvec}=[->,vcol,very thick,line cap=round]\tikzstyle{avec}=[->,acol,very thick,line cap=round]\begin{document}% POSITIVE ACCELERATION\def\v{1.6} % velocity magnitude\def\a{0.8} % acceleration magnitude\def\ang{30} % angle\begin{tikzpicture}\coordinate (O) at (0,0);\coordinate (V) at (\ang:\v);\coordinate (A) at (\ang:\a);\draw[vvec] (O)++(\ang-90:0.1) --++ (V) node[above=2,right=-2] {$\vb{v}$};\draw[avec] (O)++(\ang+90:0.1) --++ (A) node[above=0] {$\vb{a}$};\end{tikzpicture}% NEGATIVE ACCELERATION\begin{tikzpicture}\coordinate (O) at (0,0);\coordinate (V) at (\ang:\v);\coordinate (A) at (\ang:\a);\draw[vvec] (O)++(\ang-90:0.1) --++ (V) node[above=2,right=-2] {$\vb{v}$};\draw[avec] (A)++(\ang+90:0.1) --++ (\ang-180:\a) node[left=-1] {$\vb{a}$};\end{tikzpicture}
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