C
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 11-A |Calculus Warm-up # 11-B |
|USE YOUR TI-89 TODAY! Round to 3 decimal places |NO CALCULATORS TODAY! |
| | |
|1) log4 64 = _______ |6) Find x if [pic] = x _______ |
| | |
|2) log7 252 = _______ | |
| |7) Find x if [pic] _______ |
|3) Find x if log3 x = 5. _______ | |
| | |
|4) Find x if log4 (2x – 1) = 7 _______ |8) Find x if log3 x = 2 _______ |
| | |
|5) Find x if 23x = e5. _______ | |
| |9) Find x if log4(2x-3) = 2 __________ |
| | |
| | |
| |10) True or False: The slope of the curve |
| |y = ln x is always positive. _______ |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 11-C |Calculus Warm-up # 11-D |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|11) Find [pic] if [pic][pic] _______ |16) Find [pic] if [pic]ln (8x2) _______ |
| | |
|12) Find [pic] if [pic] _______ |17) Find [pic] if [pic]sin(2x)[pic] _______ |
| | |
|13) Find [pic] if [pic][pic][pic] _______ |18) Find [pic] if [pic]e sin(2x) [pic] _______ |
| | |
|14) Find [pic] if [pic] |19) Find [pic] if [pic] _______ |
|________ | |
| |20) What is the domain of g-1(x) |
|15) Find the domain of f-1(x) if |if [pic]? _______ |
|f(x) = ln x + 2 _______ | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 12-A |Calculus Warm-up # 12-B |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|1) Find [pic] if [pic] _______ |6) Find [pic] if [pic] _________ |
| | |
|2) Find [pic] if [pic] _______ |7) Find [pic] if [pic] __________ |
| | |
|3) Find [pic] if [pic] _______ |8) Find [pic] if [pic] |
| |_____________ |
|4) Find [pic] _______ | |
| |9) Find [pic] _______ |
|5) Write the equation of the tangent | |
|line to the curve y = 5x2- 2x at x = -1 |10) Write the equation of the tangent line |
|____________ |to the curve y = 3x5- x3 at x = -1 |
| |______________ |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 12-C |Calculus Warm-up # 12-D |
|Use your TI-89 TODAY! Round to 3 decimal places |NO CALCULATORS TODAY! |
| | |
|11) Find [pic] _______ |16) Find [pic] if [pic] _______ |
| | |
| | |
|12) Find [pic] _______ |17) Find [pic] if [pic] _______ |
| | |
| |18) Find [pic] _______ |
|13) Find [pic] if [pic] _______ | |
| | |
| |19) [pic] _______ |
|14) Find [pic] if [pic] _______ | |
| |20) [pic] _______ |
| | |
|15) [pic] _______ | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 13-A |Calculus Warm-up # 13-B |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|1) If[pic], find [pic] |6) Find [pic] if [pic] _____________ |
|__________ | |
| | |
|2) For what value of x is the function |7) Find [pic] if [pic] _____________ |
|[pic] undefined? ___________ | |
| | |
|3) If [pic], find [pic] ___________ |8) Find [pic] if[pic] _____________ |
| | |
| | |
|4) If [pic], find [pic] ___________ |9) Find [pic] if [pic] ___________ |
| | |
| | |
|5) If [pic], find [pic] ___________ |10) Find a possible formula for [pic] if |
| |[pic] _____________ |
| | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 13-C |Calculus Warm-up # 13-D |
| |NO CALCULATORS TODAY! |
|Answer True or False based on the graph below. | |
| |16) Find [pic] if [pic] __________ |
| | |
| | |
| |17) Find [pic] if [pic] |
| |_______________ |
| | |
| |18) Find [pic] if [pic] |
| |____________________ |
| |19) If [pic], find a possible formula |
|11) [pic]is continuous at x = g. ________ |for [pic]. _______ |
| | |
| |20) For what value of x does the curve [pic] |
|12) [pic] _______ | |
| |have a horizontal tangent line? _______ |
|13) [pic]is differentiable at x = d ________ | |
| | |
|14) [pic]is differentiable at x = g ________ | |
| | |
|15) [pic] _______ | |
| | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 14-A |Calculus Warm-up # 14-B |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|1) If[pic], find [pic] __________ |6) Find [pic] if [pic] _____________ |
| | |
| |7) Multiple Choice: [pic] _____ |
|2) Is [pic]undefined if [pic]? ________ |a) 1 b) 0 c) -1 d) dne |
| | |
|3) Is [pic]undefined if [pic]? ________ |8) Multiple Choice: [pic] _____ |
| |a) 1 b) 0 c) [pic] d) dne |
|4) If [pic], find [pic] _____________ |9) [pic] ______ |
| | |
| |10) Find the slope of the tangent line to the circle |
| |[pic] at the point (3, 4) ______ |
|5) If [pic], find [pic] _______________ | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 14-C |Calculus Warm-up # 14-D |
| |NO CALCULATORS TODAY! |
|Use the graphs to find the value of each. | |
| |16) Find the x-intercepts of the function |
| |[pic] __________ |
| | |
| |17) If [pic], does [pic]ever have a |
| |horizontal tangent? ______ |
| | |
| |18) If [pic], find [pic] |
| |_____________ |
| | |
|11) a ________ |19) Find [pic] if [pic] _____________ |
| | |
| |20) Which function has a constant 2nd derivative? |
|12) b ______ |a) [pic] b) [pic] |
| |c) [pic] d) [pic] ______ |
|13) c ________ | |
| | |
|14) d ________ | |
| | |
|15) g _______ | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 15-A |Calculus Warm-up # 15-B |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|1) [pic] ______ |6) [pic] _______ |
| | |
|2) If [pic], find [pic] ____________ |7) If [pic], find [pic] _____________ |
| | |
|3) [pic] _______ | |
| |8) [pic] ______ |
|4) cos([pic]) = ________ | |
| | |
| |9) arcsin (-[pic]) ______ |
| | |
|5) Find the slope of the curve [pic] where |10) If [pic], find [pic] _______________ |
|x = 5. _______ | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 15-C |Calculus Warm-up # 15-D |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|11) [pic] _______ |16) [pic] _________ |
| | |
| |17) If [pic], find [pic] __________ |
|12) If [pic], find [pic] | |
| | |
|_____________ |18) [pic] Hint: Use geometry! |
| |_______ |
|13) [pic] ________________ | |
| |19) arctan(-1) _________ |
| | |
|14) [pic] _______ |20) True or False: If [pic] has a relative |
| |maximum at [pic], then [pic]. |
| |_______ |
|15) On what intervals is [pic] | |
|increasing? ______________ | |
| | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 16-A |Calculus Warm-up # 16-B |
|Answer True or False based on the graph below. |NO CALCULATORS TODAY! |
| | |
| |6) If [pic], find [pic] ___________ |
| | |
| |7) True or False: [pic] _______ |
| | |
| |8) If [pic], find [pic] ___________ |
| | |
|1) [pic]has a relative maximum at [pic]. ________ | |
| |9) Solve for x: [pic] ______ |
| | |
|2) [pic]has an absolute maximum at [pic].________ |10) If [pic] find [pic] |
| | |
|3) If [pic] then [pic] ________ |_______________ |
| | |
|4) [pic] ________ | |
| | |
|5) [pic] does not exist. _______ | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 16-C |Calculus Warm-up # 16-D |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|11) Draw a curve that is increasing and concave up. |16) If [pic], find [pic] |
| |_________ |
| | |
|__________ |17) If [pic], find [pic] __________ |
| | |
|12) [pic] _________________ | |
| |18) True or False: If [pic]exists and [pic] |
|13) [pic] ______________ |there must be a horizontal tangent at [pic] |
| | |
| |________ |
|14) If [pic]find [pic] ______________ | |
| |19) True or False: If [pic] then |
| |[pic] __________ |
| | |
|15) [pic] ______________ |20) True or False: The function [pic] is |
| |differentiable at x = 2. __________ |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 17-A |Calculus Warm-up # 17-B |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|1) If [pic], find[pic] ___________ |6) [pic] ___________ |
| | |
|2) If [pic], find [pic] ____________ |7) Find the domain of the function |
| |[pic] ____________ |
|3) If [pic], find [pic] ___________ |8) Find the vertical asymptote of the function |
| |[pic] __________ |
|4) [pic] __________ |9) [pic] ______ |
| | |
| |10) If the position of a particle at time [pic] is given by |
|5) If the position of a particle at time [pic] is given by |the function [pic], find the |
|the function [pic], find the |particle’s velocity at [pic]. _______ |
|particle’s acceleration at [pic]. _______ | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 17-C |Calculus Warm-up # 17-D |
|NO CALCULATORS TODAY! |CALCULATORS ALLOWED |
| |Get decimal answers and round to 3 decimal places |
|11) [pic] ________ | |
| |16) [pic] ________ |
|12) True or False:[pic] ________ | |
| |17) [pic] __________ |
|13) If [pic], find [pic] __________ | |
| |18) Solve for x: [pic] __________ |
| | |
|14) Evaluate: [pic] _________ |19) If [pic], find [pic] __________ |
| | |
| |20) If the velocity of a particle at time [pic] is given by |
|15) If the velocity of a particle at time [pic] is given by |the function [pic], find the total distance |
|the function [pic], find the net |traveled from [pic] to [pic]. ___________ |
|change in position from [pic] to [pic]. | |
|_______ | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 18-A |Calculus Warm-up # 18-B |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|1) If[pic], find [pic] ___________ |Given: [pic] |
| | |
|2) [pic] ____________ |6) Find [pic] _______ |
| | |
|3) If [pic], find [pic] ___________ |7) Find [pic] _______ |
| | |
|4) [pic] __________ |8) Find the slope of the secant line that goes |
| |through the points you found in #6 and #7. |
|5) If the position of a particle at time [pic] is given by |________ |
|the function [pic], find the |9) For what value of c in the interval (1, 3) is the |
|time interval when the particle is moving to the |slope of the tangent line drawn at x = c equal to |
|left. _______ |the slope you found in #8 ? ________ |
| | |
| |10) [pic] ________ |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 18-C |Calculus Warm-up # 18-D |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
| | |
|11) Is the graph of [pic] concave upward or |Given: [pic] and[pic] |
|concave downward? ________ |16) Find [pic] ________ |
| | |
|12) If the Trapezoid Rule is used to approximate |17) Find [pic] __________ |
|the area under a portion of [pic], will it | |
|be an overestimate or underestimate?________ |18) Find [pic] __________ |
|13) Is the graph of [pic] concave up or concave | |
|down on the interval (0,8) ? ________ |19) If [pic], find [pic] __________ |
| | |
| |20) Write the equation of the tangent line to |
|14) If the Trapezoid Rule is used to approximate |[pic] at its point of inflection. |
|[pic], will it be an over- or an underestimate? | |
|________ |_______________ |
| | |
|15) If [pic], find [pic] ___________ | |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 19-A |Calculus Warm-up # 19-B |
|Answer True or False based on the graph below. |NO CALCULATORS TODAY! |
| | |
| |6) Find the average value of [pic] on the |
| |interval [0, 2]. _______ |
| | |
| |7) Find [pic] if [pic] ____________ |
|1) [pic] ________ | |
| |8) Find the slope of the graph of [pic] |
|2) [pic] ________ |when x = 2. ______ |
| | |
|3) [pic] ________ |9) True or False: If [pic], then |
| |[pic] ______ |
|4) [pic] ________ | |
| |10) Multiple Choice: Which is equal to [pic]? |
|5) If [pic] and [pic], |A. [pic] B. [pic] C. [pic] D. [pic] |
|then [pic] _______ |_______ |
| | |
|Name___________________Score_____ |Name_____________________Score_____ |
| | |
|Calculus Warm-up # 19-C |Calculus Warm-up # 19-D |
|NO CALCULATORS TODAY! |NO CALCULATORS TODAY! |
|11) [pic] ______ | |
| |Answer TRUE or FALSE, based on the piecewise |
| |function [pic] |
|12) If [pic], what is [pic]? ________ | |
| |16) If k = 5, there is a vertical asymptote at x = 5. |
|13) Multiple Choice: If [pic], then [pic] |________ |
|A. 3 B. -3 C. 1 D. -1 | |
| |17) If k = 5, f(x) is not continuous at x = 6. |
|________ |________ |
| | |
|14) Multiple Choice: If [pic], then[pic]= |18) If k = 5, f(6) = 10. ________ |
|A. sin x B. cos x C. [pic] D. [pic] | |
|_______ |19) If k = 6, f(6) = 12 ________ |
|15) Multiple Choice: If [pic], then | |
|[pic]= |20) If k = 6, f(x) is continuous at x = 6. ________ |
|A. 23 B. 27 C. 33 D. 32 | |
|_______ | |
................
................
In order to avoid copyright disputes, this page is only a partial summary.
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related searches
- c reactive protein level 30
- c reactive protein level chart
- does emergen c work
- is emergen c good for you
- c words to describe someone
- c reactive protein high
- c reactive protein high treatment
- c reactive protein elevated autoimmune
- does emergen c really work
- what is c reactive protein levels mean
- high c reactive protein autoimmune
- elevated c reactive protein foods