Physics with Calculus
Use an indefinite integral for both recovering v→(t)\(\overrightarrow{v}\)\(\left\)(t_{}\(\right\)) and finding ΔvΔv
Use an indefinite integral to recover v→(t)\(\overrightarrow{v}\)\(\left\)(t_{}\(\right\)) from a→(t)\(\overrightarrow{a}\)\(\left\)(t_{}\(\right\)), and a definite integral to find Δv\(\Delta\) v over a time interval
Use derivatives for both recovering v→(t)\(\overrightarrow{v}\)\(\left\)(t_{}\(\right\)) from a→(t)\(\overrightarrow{a}\)\(\left\)(t_{}\(\right\)) and finding Δv\(\Delta\) v
Use a definite integral to recover v→(t)\(\overrightarrow{v}\)\(\left\)(t_{}\(\right\)) from a→(t)\(\overrightarrow{a}\)\(\left\)(t_{}\(\right\)), and an indefinite integral to find Δv\(\Delta\) v over a time interval