SlideShare a Scribd company logo
Name_________________________

                                                           ____
CALCULUS BC TEST #1 1st SIX WEEKS

Solve for the unknown.

1.   25n − 3 =
          n   0                          2.   3 y +8 ≤10




Simplify

3.    x+3                                4.   −x− 8
     x3 + 27                                  x 2 − 64




Rationalize the denominator.
     3
5.   3−1




Rationalize the numerator.

       x+5−3
6.
        x−4




What is the domain of the following functions?

                    2x
7.   g ( x) =
                ( x − 7) 2




                  9x −3
8.   f ( x) =
                   x
f ( x + h) − f ( x )
9. Simplify              h
                                       , where    f ( x) =x 2 − x −
                                                               2   5




              g ( x + h) − g ( x )
10. Set up             h
                                       , where   g ( x) =sin( x)
                                                                   don’t try to simplify, just set up only.




11. Fill in the appropriate values in the empty spaces. An example has been done for
you.

More Related Content

What's hot

Day 7 examples u5w14
Day 7 examples u5w14Day 7 examples u5w14
Day 7 examples u5w14jchartiersjsd
 
4_Properties_of_Real_Numbers_HW
4_Properties_of_Real_Numbers_HW4_Properties_of_Real_Numbers_HW
4_Properties_of_Real_Numbers_HWnechamkin
 
last lecture in infinite series
last lecture in infinite serieslast lecture in infinite series
last lecture in infinite seriesAlaa Mohammed
 
7.3 power functions and function operations
7.3 power functions and function operations7.3 power functions and function operations
7.3 power functions and function operationshisema01
 
Lesson 1 5 mental math review
Lesson 1 5 mental math reviewLesson 1 5 mental math review
Lesson 1 5 mental math reviewmlabuski
 
2.1 Revision Game
2.1 Revision Game2.1 Revision Game
2.1 Revision Gamealihamp
 
Addition and Subtraction of Functions
Addition and Subtraction of FunctionsAddition and Subtraction of Functions
Addition and Subtraction of Functionsjordhuffman
 
Day 5 mult poly by mono
Day 5 mult poly by monoDay 5 mult poly by mono
Day 5 mult poly by monoErik Tjersland
 
4.2 derivatives of logarithmic functions
4.2 derivatives of logarithmic functions4.2 derivatives of logarithmic functions
4.2 derivatives of logarithmic functionsdicosmo178
 
Lesson 8: Derivatives of Logarithmic and Exponential Functions (worksheet sol...
Lesson 8: Derivatives of Logarithmic and Exponential Functions (worksheet sol...Lesson 8: Derivatives of Logarithmic and Exponential Functions (worksheet sol...
Lesson 8: Derivatives of Logarithmic and Exponential Functions (worksheet sol...Matthew Leingang
 
Integration worksheet.
Integration worksheet.Integration worksheet.
Integration worksheet.skruti
 
Factorising grade a (nisar's method)
Factorising grade a (nisar's method)Factorising grade a (nisar's method)
Factorising grade a (nisar's method)Angela Phillips
 
7 4 Notes A
7 4 Notes A7 4 Notes A
7 4 Notes Ambetzel
 
Soalan kuiz matematik tambahan ting empat 2006
Soalan kuiz matematik tambahan ting empat 2006Soalan kuiz matematik tambahan ting empat 2006
Soalan kuiz matematik tambahan ting empat 2006zabidah awang
 

What's hot (20)

7.4 composition
7.4 composition7.4 composition
7.4 composition
 
Day 7 examples u5w14
Day 7 examples u5w14Day 7 examples u5w14
Day 7 examples u5w14
 
4_Properties_of_Real_Numbers_HW
4_Properties_of_Real_Numbers_HW4_Properties_of_Real_Numbers_HW
4_Properties_of_Real_Numbers_HW
 
125 5.4
125 5.4125 5.4
125 5.4
 
last lecture in infinite series
last lecture in infinite serieslast lecture in infinite series
last lecture in infinite series
 
7.3 power functions and function operations
7.3 power functions and function operations7.3 power functions and function operations
7.3 power functions and function operations
 
Fungsi kuadrat
Fungsi kuadratFungsi kuadrat
Fungsi kuadrat
 
Lesson 1 5 mental math review
Lesson 1 5 mental math reviewLesson 1 5 mental math review
Lesson 1 5 mental math review
 
2.1 Revision Game
2.1 Revision Game2.1 Revision Game
2.1 Revision Game
 
Addition and Subtraction of Functions
Addition and Subtraction of FunctionsAddition and Subtraction of Functions
Addition and Subtraction of Functions
 
Day 5 mult poly by mono
Day 5 mult poly by monoDay 5 mult poly by mono
Day 5 mult poly by mono
 
Completing the square
Completing the squareCompleting the square
Completing the square
 
F.Komposisi
F.KomposisiF.Komposisi
F.Komposisi
 
Bryan algebra tiles
Bryan algebra tilesBryan algebra tiles
Bryan algebra tiles
 
4.2 derivatives of logarithmic functions
4.2 derivatives of logarithmic functions4.2 derivatives of logarithmic functions
4.2 derivatives of logarithmic functions
 
Lesson 8: Derivatives of Logarithmic and Exponential Functions (worksheet sol...
Lesson 8: Derivatives of Logarithmic and Exponential Functions (worksheet sol...Lesson 8: Derivatives of Logarithmic and Exponential Functions (worksheet sol...
Lesson 8: Derivatives of Logarithmic and Exponential Functions (worksheet sol...
 
Integration worksheet.
Integration worksheet.Integration worksheet.
Integration worksheet.
 
Factorising grade a (nisar's method)
Factorising grade a (nisar's method)Factorising grade a (nisar's method)
Factorising grade a (nisar's method)
 
7 4 Notes A
7 4 Notes A7 4 Notes A
7 4 Notes A
 
Soalan kuiz matematik tambahan ting empat 2006
Soalan kuiz matematik tambahan ting empat 2006Soalan kuiz matematik tambahan ting empat 2006
Soalan kuiz matematik tambahan ting empat 2006
 

Viewers also liked

Lesson 26: The Fundamental Theorem of Calculus (handout)
Lesson 26: The Fundamental Theorem of Calculus (handout)Lesson 26: The Fundamental Theorem of Calculus (handout)
Lesson 26: The Fundamental Theorem of Calculus (handout)Matthew Leingang
 
Jv boys 2012 district 21 brackets
Jv boys 2012 district 21 bracketsJv boys 2012 district 21 brackets
Jv boys 2012 district 21 bracketscanalculus
 
Teaching resume
Teaching resumeTeaching resume
Teaching resumecanalculus
 
Geometry summer packet instructions
Geometry summer packet instructionsGeometry summer packet instructions
Geometry summer packet instructionscanalculus
 
Lesson 21: Curve Sketching (slides)
Lesson 21: Curve Sketching (slides)Lesson 21: Curve Sketching (slides)
Lesson 21: Curve Sketching (slides)Matthew Leingang
 
Lesson 4: Calculating Limits (handout)
Lesson 4: Calculating Limits (handout)Lesson 4: Calculating Limits (handout)
Lesson 4: Calculating Limits (handout)Matthew Leingang
 
Geometry summer packet instructions
Geometry summer packet instructionsGeometry summer packet instructions
Geometry summer packet instructionscanalculus
 
Lesson 20: Derivatives and the Shapes of Curves (slides)
Lesson 20: Derivatives and the Shapes of Curves (slides)Lesson 20: Derivatives and the Shapes of Curves (slides)
Lesson 20: Derivatives and the Shapes of Curves (slides)Matthew Leingang
 
Lesson 27: Integration by Substitution (handout)
Lesson 27: Integration by Substitution (handout)Lesson 27: Integration by Substitution (handout)
Lesson 27: Integration by Substitution (handout)Matthew Leingang
 
Teaching resume
Teaching resumeTeaching resume
Teaching resumecanalculus
 
Lesson 19: The Mean Value Theorem
Lesson 19: The Mean Value TheoremLesson 19: The Mean Value Theorem
Lesson 19: The Mean Value TheoremMatthew Leingang
 
Lesson 14: Derivatives of Logarithmic and Exponential Functions (slides)
Lesson 14: Derivatives of Logarithmic and Exponential Functions (slides)Lesson 14: Derivatives of Logarithmic and Exponential Functions (slides)
Lesson 14: Derivatives of Logarithmic and Exponential Functions (slides)Matthew Leingang
 
Lesson 15: Exponential Growth and Decay (slides)
Lesson 15: Exponential Growth and Decay (slides)Lesson 15: Exponential Growth and Decay (slides)
Lesson 15: Exponential Growth and Decay (slides)Matthew Leingang
 
Lesson 23: Antiderivatives (slides)
Lesson 23: Antiderivatives (slides)Lesson 23: Antiderivatives (slides)
Lesson 23: Antiderivatives (slides)Matthew Leingang
 
Lesson 19: The Mean Value Theorem (slides)
Lesson 19: The Mean Value Theorem (slides)Lesson 19: The Mean Value Theorem (slides)
Lesson 19: The Mean Value Theorem (slides)Matthew Leingang
 
Lesson 26: The Fundamental Theorem of Calculus (slides)
Lesson 26: The Fundamental Theorem of Calculus (slides)Lesson 26: The Fundamental Theorem of Calculus (slides)
Lesson 26: The Fundamental Theorem of Calculus (slides)Matthew Leingang
 
Lesson 25: Evaluating Definite Integrals (slides)
Lesson 25: Evaluating Definite Integrals (slides)Lesson 25: Evaluating Definite Integrals (slides)
Lesson 25: Evaluating Definite Integrals (slides)Matthew Leingang
 

Viewers also liked (20)

Lesson 26: The Fundamental Theorem of Calculus (handout)
Lesson 26: The Fundamental Theorem of Calculus (handout)Lesson 26: The Fundamental Theorem of Calculus (handout)
Lesson 26: The Fundamental Theorem of Calculus (handout)
 
Jv boys 2012 district 21 brackets
Jv boys 2012 district 21 bracketsJv boys 2012 district 21 brackets
Jv boys 2012 district 21 brackets
 
2nd 1group
2nd 1group2nd 1group
2nd 1group
 
Teaching resume
Teaching resumeTeaching resume
Teaching resume
 
Geometry summer packet instructions
Geometry summer packet instructionsGeometry summer packet instructions
Geometry summer packet instructions
 
Lesson 21: Curve Sketching (slides)
Lesson 21: Curve Sketching (slides)Lesson 21: Curve Sketching (slides)
Lesson 21: Curve Sketching (slides)
 
Lesson 4: Calculating Limits (handout)
Lesson 4: Calculating Limits (handout)Lesson 4: Calculating Limits (handout)
Lesson 4: Calculating Limits (handout)
 
Geometry summer packet instructions
Geometry summer packet instructionsGeometry summer packet instructions
Geometry summer packet instructions
 
Georeview1 1
Georeview1 1Georeview1 1
Georeview1 1
 
1st 2practice
1st 2practice1st 2practice
1st 2practice
 
Lesson 20: Derivatives and the Shapes of Curves (slides)
Lesson 20: Derivatives and the Shapes of Curves (slides)Lesson 20: Derivatives and the Shapes of Curves (slides)
Lesson 20: Derivatives and the Shapes of Curves (slides)
 
Lesson 27: Integration by Substitution (handout)
Lesson 27: Integration by Substitution (handout)Lesson 27: Integration by Substitution (handout)
Lesson 27: Integration by Substitution (handout)
 
Teaching resume
Teaching resumeTeaching resume
Teaching resume
 
Lesson 19: The Mean Value Theorem
Lesson 19: The Mean Value TheoremLesson 19: The Mean Value Theorem
Lesson 19: The Mean Value Theorem
 
Lesson 14: Derivatives of Logarithmic and Exponential Functions (slides)
Lesson 14: Derivatives of Logarithmic and Exponential Functions (slides)Lesson 14: Derivatives of Logarithmic and Exponential Functions (slides)
Lesson 14: Derivatives of Logarithmic and Exponential Functions (slides)
 
Lesson 15: Exponential Growth and Decay (slides)
Lesson 15: Exponential Growth and Decay (slides)Lesson 15: Exponential Growth and Decay (slides)
Lesson 15: Exponential Growth and Decay (slides)
 
Lesson 23: Antiderivatives (slides)
Lesson 23: Antiderivatives (slides)Lesson 23: Antiderivatives (slides)
Lesson 23: Antiderivatives (slides)
 
Lesson 19: The Mean Value Theorem (slides)
Lesson 19: The Mean Value Theorem (slides)Lesson 19: The Mean Value Theorem (slides)
Lesson 19: The Mean Value Theorem (slides)
 
Lesson 26: The Fundamental Theorem of Calculus (slides)
Lesson 26: The Fundamental Theorem of Calculus (slides)Lesson 26: The Fundamental Theorem of Calculus (slides)
Lesson 26: The Fundamental Theorem of Calculus (slides)
 
Lesson 25: Evaluating Definite Integrals (slides)
Lesson 25: Evaluating Definite Integrals (slides)Lesson 25: Evaluating Definite Integrals (slides)
Lesson 25: Evaluating Definite Integrals (slides)
 

Similar to 1st 1

Lesson 1: Functions and their representations (slides)
Lesson 1: Functions and their representations (slides)Lesson 1: Functions and their representations (slides)
Lesson 1: Functions and their representations (slides)Matthew Leingang
 
Lesson 1: Functions and their representations (slides)
Lesson 1: Functions and their representations (slides)Lesson 1: Functions and their representations (slides)
Lesson 1: Functions and their representations (slides)Mel Anthony Pepito
 
Day 7 evaluating all integers
Day 7 evaluating all integersDay 7 evaluating all integers
Day 7 evaluating all integersErik Tjersland
 
Up1 math t 2012
Up1 math t 2012Up1 math t 2012
Up1 math t 2012masyati
 
8-6 Solving Rational Functions
8-6 Solving Rational Functions8-6 Solving Rational Functions
8-6 Solving Rational Functionsrfrettig
 
Algebra lesson 4.2 zeroes of quadratic functions
Algebra lesson 4.2 zeroes of quadratic functionsAlgebra lesson 4.2 zeroes of quadratic functions
Algebra lesson 4.2 zeroes of quadratic functionspipamutuc
 
Precalculus 1 chapter 2
Precalculus 1 chapter 2Precalculus 1 chapter 2
Precalculus 1 chapter 2oreves
 
Generating functions (albert r. meyer)
Generating functions (albert r. meyer)Generating functions (albert r. meyer)
Generating functions (albert r. meyer)Ilir Destani
 
Int Math 2 Section 2-5 1011
Int Math 2 Section 2-5 1011Int Math 2 Section 2-5 1011
Int Math 2 Section 2-5 1011Jimbo Lamb
 
Operation on Functions.pptx
Operation on Functions.pptxOperation on Functions.pptx
Operation on Functions.pptxAPHRODITE51
 
Integrated Math 2 Section 2-5
Integrated Math 2 Section 2-5Integrated Math 2 Section 2-5
Integrated Math 2 Section 2-5Jimbo Lamb
 
Module 2 exponential functions
Module 2   exponential functionsModule 2   exponential functions
Module 2 exponential functionsdionesioable
 

Similar to 1st 1 (20)

11.2
11.211.2
11.2
 
Lesson 1: Functions and their representations (slides)
Lesson 1: Functions and their representations (slides)Lesson 1: Functions and their representations (slides)
Lesson 1: Functions and their representations (slides)
 
Lesson 1: Functions and their representations (slides)
Lesson 1: Functions and their representations (slides)Lesson 1: Functions and their representations (slides)
Lesson 1: Functions and their representations (slides)
 
Day 7 evaluating all integers
Day 7 evaluating all integersDay 7 evaluating all integers
Day 7 evaluating all integers
 
Up1 math t 2012
Up1 math t 2012Up1 math t 2012
Up1 math t 2012
 
Kim Solving
Kim SolvingKim Solving
Kim Solving
 
8-6 Solving Rational Functions
8-6 Solving Rational Functions8-6 Solving Rational Functions
8-6 Solving Rational Functions
 
11.4
11.411.4
11.4
 
251exn
251exn251exn
251exn
 
Algebra lesson 4.2 zeroes of quadratic functions
Algebra lesson 4.2 zeroes of quadratic functionsAlgebra lesson 4.2 zeroes of quadratic functions
Algebra lesson 4.2 zeroes of quadratic functions
 
Algebra
AlgebraAlgebra
Algebra
 
Precalculus 1 chapter 2
Precalculus 1 chapter 2Precalculus 1 chapter 2
Precalculus 1 chapter 2
 
C3 January 2012 QP
C3 January 2012 QPC3 January 2012 QP
C3 January 2012 QP
 
Generating functions (albert r. meyer)
Generating functions (albert r. meyer)Generating functions (albert r. meyer)
Generating functions (albert r. meyer)
 
10.7
10.710.7
10.7
 
Int Math 2 Section 2-5 1011
Int Math 2 Section 2-5 1011Int Math 2 Section 2-5 1011
Int Math 2 Section 2-5 1011
 
Operation on Functions.pptx
Operation on Functions.pptxOperation on Functions.pptx
Operation on Functions.pptx
 
Integrated Math 2 Section 2-5
Integrated Math 2 Section 2-5Integrated Math 2 Section 2-5
Integrated Math 2 Section 2-5
 
Yeferson lora 1
Yeferson lora 1Yeferson lora 1
Yeferson lora 1
 
Module 2 exponential functions
Module 2   exponential functionsModule 2   exponential functions
Module 2 exponential functions
 

More from canalculus

Open house calc
Open house calcOpen house calc
Open house calccanalculus
 
Open house geo
Open house geoOpen house geo
Open house geocanalculus
 
Summer Packet Answers
Summer Packet AnswersSummer Packet Answers
Summer Packet Answerscanalculus
 
Serving the gifted student
Serving the gifted studentServing the gifted student
Serving the gifted studentcanalculus
 
Varsity girls 2012 district 21 brackets
Varsity girls 2012 district 21 bracketsVarsity girls 2012 district 21 brackets
Varsity girls 2012 district 21 bracketscanalculus
 
Varsity boys 2012 district 21 brackets
Varsity boys 2012 district 21 bracketsVarsity boys 2012 district 21 brackets
Varsity boys 2012 district 21 bracketscanalculus
 
AB practice test
AB practice testAB practice test
AB practice testcanalculus
 
A lg 2 fall final 2011 review
A lg 2 fall final 2011 reviewA lg 2 fall final 2011 review
A lg 2 fall final 2011 reviewcanalculus
 
3rd six wks sfa review 2011
3rd six wks sfa review 20113rd six wks sfa review 2011
3rd six wks sfa review 2011canalculus
 
Calculus bc 3rd sw sfa review answer key 2011
Calculus bc 3rd sw sfa review answer key 2011Calculus bc 3rd sw sfa review answer key 2011
Calculus bc 3rd sw sfa review answer key 2011canalculus
 
Limits and continuity powerpoint
Limits and continuity powerpointLimits and continuity powerpoint
Limits and continuity powerpointcanalculus
 
Deriv calculus!
Deriv calculus!Deriv calculus!
Deriv calculus!canalculus
 
Anti derivatives
Anti derivativesAnti derivatives
Anti derivativescanalculus
 
Integration ftw cyrus
Integration ftw cyrusIntegration ftw cyrus
Integration ftw cyruscanalculus
 
Derivatives vinnie
Derivatives vinnieDerivatives vinnie
Derivatives vinniecanalculus
 
Limits richard
Limits richardLimits richard
Limits richardcanalculus
 

More from canalculus (17)

Open house calc
Open house calcOpen house calc
Open house calc
 
Open house geo
Open house geoOpen house geo
Open house geo
 
Summer Packet Answers
Summer Packet AnswersSummer Packet Answers
Summer Packet Answers
 
Serving the gifted student
Serving the gifted studentServing the gifted student
Serving the gifted student
 
Varsity girls 2012 district 21 brackets
Varsity girls 2012 district 21 bracketsVarsity girls 2012 district 21 brackets
Varsity girls 2012 district 21 brackets
 
Varsity boys 2012 district 21 brackets
Varsity boys 2012 district 21 bracketsVarsity boys 2012 district 21 brackets
Varsity boys 2012 district 21 brackets
 
AB practice test
AB practice testAB practice test
AB practice test
 
A lg 2 fall final 2011 review
A lg 2 fall final 2011 reviewA lg 2 fall final 2011 review
A lg 2 fall final 2011 review
 
3rd six wks sfa review 2011
3rd six wks sfa review 20113rd six wks sfa review 2011
3rd six wks sfa review 2011
 
Calculus bc 3rd sw sfa review answer key 2011
Calculus bc 3rd sw sfa review answer key 2011Calculus bc 3rd sw sfa review answer key 2011
Calculus bc 3rd sw sfa review answer key 2011
 
Limits and continuity powerpoint
Limits and continuity powerpointLimits and continuity powerpoint
Limits and continuity powerpoint
 
Deriv calculus!
Deriv calculus!Deriv calculus!
Deriv calculus!
 
Anti derivatives
Anti derivativesAnti derivatives
Anti derivatives
 
Integration ftw cyrus
Integration ftw cyrusIntegration ftw cyrus
Integration ftw cyrus
 
Derivatives vinnie
Derivatives vinnieDerivatives vinnie
Derivatives vinnie
 
Tam 2nd
Tam 2ndTam 2nd
Tam 2nd
 
Limits richard
Limits richardLimits richard
Limits richard
 

1st 1

  • 1. Name_________________________ ____ CALCULUS BC TEST #1 1st SIX WEEKS Solve for the unknown. 1. 25n − 3 = n 0 2. 3 y +8 ≤10 Simplify 3. x+3 4. −x− 8 x3 + 27 x 2 − 64 Rationalize the denominator. 3 5. 3−1 Rationalize the numerator. x+5−3 6. x−4 What is the domain of the following functions? 2x 7. g ( x) = ( x − 7) 2 9x −3 8. f ( x) = x
  • 2. f ( x + h) − f ( x ) 9. Simplify h , where f ( x) =x 2 − x − 2 5 g ( x + h) − g ( x ) 10. Set up h , where g ( x) =sin( x) don’t try to simplify, just set up only. 11. Fill in the appropriate values in the empty spaces. An example has been done for you.