Velocity Flashcards

(33 cards)

1
Q

How do you find the average rate

A

plug in start and end
f(end)-f(start)/end-start

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2
Q

when does a particle move forward graph

A

when the particle is increasing

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3
Q

when does a particle move backward graph

A

when the particle is decreasing

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4
Q

when is a particle’s acceleration positive graph

A

slope is increasing

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5
Q

when is a particle’s acceleration negative graph

A

slope is decreasing

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6
Q

when is a particle’s acceleration zero graph

A

slope is zero

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7
Q

when is a particle moving left

A

slope is decreasing

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8
Q

when is a particle moving right

A

slope is increasing

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9
Q

when is a particle still

A

slope is zero

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10
Q

when does a body reverse direction

A

velocity changes from positive to neg

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11
Q

when does a body move at a constant

A

line is flat

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12
Q

time to velocity graph

A

calculate the slope of each, increasing, decreasing, and still section
plot a straight line at the slope

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13
Q

Velocity

A

Derivative of function

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14
Q

Acceleration

A

Derivative of velocity

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15
Q

how do you find the highest point

A

take derivative and solve for 0

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16
Q

max height

A

plug highest point into original equation

17
Q

time it reaches half height/max height

A

add max/half height to the original equation
solve

18
Q

how do you find displacement

A

plug in 0, then plug in your number

19
Q

how do you find where a particle changes direction

A

solve the derivative for zero
pick a number less and greater than the previous number
if the numbers change signs, it changes direction

20
Q

sinx=

21
Q

tanx=

22
Q

secx

23
Q

cosx

24
Q

cotx

25
how do you find the initial position?
solve for 0
26
cscx
-cscxcotx
27
sin(2a)=
2sin(A)cos(A)
28
cos(2a)=
cos²(A)-sin²(A)
29
the product of two functions f(x) = M(x) * N(x)
f’ (x) = M(x) * N’(x) + N(x) * M’(x)
30
quotient of two functions f(x) = M(x) / N(x)
f’ (x) = ( N(x) * M’(x) - M(x) * N’(x) ) all over / ( M(x))^2
31
how do you find where a function is differentiable?
Make sure its continuous Solve the bottom for zero
32
how do you find the slope of a curve at a point
find the derivative plug the number in
33