Physics · Glossary

What is Acceleration vector?

Definition 24.5 High School Physics · Chapter 24 — Kinematics in Two Dimensions

The acceleration vector of MM is the derivative of its velocity vector, a(t)=(vx(t),vy(t))=(x(t),y(t))\vect a(t) = \bigl(v_x'(t),\, v_y'(t)\bigr) = \bigl(x''(t),\, y''(t)\bigr), in m/s2\mathrm{m}/\mathrm{s}^{2}: how fast, and in which direction, the velocity vector is currently changing.

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