Lenses
Definition: Mirrors on both sides
Can be concave and convex
On both sides
On one side
Speed = slop and/or velocity
If straight line it means that it’s uniform
Total distance = positive + negative
If positive, north
If negative, south
Find slope and that will be from d-t to v-t
5 motion equations:
D = [(v1+v2)/2] T
V2 = V1=AT
D = V1T+½ AT2
V2T-½ AT2
D =V1T=½ AT2
V22 = V12+2A
Va(S) = D/T
V1 = initial
V2 = final
A = acceleration = slope
D = displacement
The area between x axis and line/graph
T = time
S = speed
Meter per sec to km per hour = x3.6
Definition: Mirrors on both sides
Can be concave and convex
On both sides
On one side
Speed = slop and/or velocity
If straight line it means that it’s uniform
Total distance = positive + negative
If positive, north
If negative, south
Find slope and that will be from d-t to v-t
5 motion equations:
D = [(v1+v2)/2] T
V2 = V1=AT
D = V1T+½ AT2
V2T-½ AT2
D =V1T=½ AT2
V22 = V12+2A
Va(S) = D/T
V1 = initial
V2 = final
A = acceleration = slope
D = displacement
The area between x axis and line/graph
T = time
S = speed
Meter per sec to km per hour = x3.6