AP Calculus BC A Study Guide
Solve for x: (-∞,∞)
5x-2>3 or x-7<1
|2x-8|<3 (5/2, 11/2)
Find an equation for the line y = (2/5)x + 26/5
through (-3,4) and
perpendicular to 5x+2y=8
Find an equation for the line 5x + 4y = 38
through (2,7) and
perpendicular to y = (4/5)x -
3
What is the range of f(x) = x²- [-4,∞)
6x+5
Given the graph of f(x) https://files.catbox.moe/u9rc31.PNG
shown, which of the following
represents f(2x)?
https://files.catbox.moe/z1dl
to.PNG
Given f(x) = x², which of the https://files.catbox.moe/cmpft8.PNG
following represents f((1/2)x)
Use a calcuator to find the Local maximum at
x-coordinates of the local x = 1/3 Local
extrema of f(x) = xr-
,8x²+5x+1 minimum at x = 5
lim x→2+ {2x-3, x<2 5
{x²+1, x≥2 piecewise:
https://files.catbox.moe
/lvseu5.PNG
Simplify the expression (sec cos x
x - tan x)(sin x + 1)
Simplify the expression sin(x) csc(x)
+ cos(x)cot(x)
, Given a data set, use a 57
graphing calculator or
other device to determine
the line of best fit (least-
squares regression line).
Let x high temperature (in
degrees F) and y the
number of cups of
lemonade sold at a local
stand.
https://files.catbox.moe/sinjr
h.PNG
Use the best fit line to
predict the number of
cups of lemonade that will
sell when the high
temperature is 98.
If lim x→a f(x) exists, then f(a) False
exists.
True or False: True
If you know in advance
that lim x→4 f(x) exists,
you can determine the
value of the limit by
knowing all the values of
f(x) for all x > 4?
lim x→0 (1/(x+3) - 1/3)/x -1/9
Solve for x: (-∞,∞)
5x-2>3 or x-7<1
|2x-8|<3 (5/2, 11/2)
Find an equation for the line y = (2/5)x + 26/5
through (-3,4) and
perpendicular to 5x+2y=8
Find an equation for the line 5x + 4y = 38
through (2,7) and
perpendicular to y = (4/5)x -
3
What is the range of f(x) = x²- [-4,∞)
6x+5
Given the graph of f(x) https://files.catbox.moe/u9rc31.PNG
shown, which of the following
represents f(2x)?
https://files.catbox.moe/z1dl
to.PNG
Given f(x) = x², which of the https://files.catbox.moe/cmpft8.PNG
following represents f((1/2)x)
Use a calcuator to find the Local maximum at
x-coordinates of the local x = 1/3 Local
extrema of f(x) = xr-
,8x²+5x+1 minimum at x = 5
lim x→2+ {2x-3, x<2 5
{x²+1, x≥2 piecewise:
https://files.catbox.moe
/lvseu5.PNG
Simplify the expression (sec cos x
x - tan x)(sin x + 1)
Simplify the expression sin(x) csc(x)
+ cos(x)cot(x)
, Given a data set, use a 57
graphing calculator or
other device to determine
the line of best fit (least-
squares regression line).
Let x high temperature (in
degrees F) and y the
number of cups of
lemonade sold at a local
stand.
https://files.catbox.moe/sinjr
h.PNG
Use the best fit line to
predict the number of
cups of lemonade that will
sell when the high
temperature is 98.
If lim x→a f(x) exists, then f(a) False
exists.
True or False: True
If you know in advance
that lim x→4 f(x) exists,
you can determine the
value of the limit by
knowing all the values of
f(x) for all x > 4?
lim x→0 (1/(x+3) - 1/3)/x -1/9
