Bc calculus - Study guides, Class notes & Summaries
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AP Calculus BC: Chapter. 1-2 Pre-calculus Review and Limits 2024
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AP Calculus BC: Chapter. 1-2 Pre-calculus Review and Limits 2024 
 
parent function of f(x)=√(x) - Answer>> ... 
 
parent function of f(x)=x³ - Answer>> ... 
 
odd function if... - Answer>> if f(-x)=f(x) 
 
y=f(Cx); C makes the graph do... - Answer>> compresses graph vertically 
 
constant multiple rule for derivatives - Answer>> d/dx cxⁿ=cnxⁿ⁻¹ 
 
for a constant function, the derivative... - Answer>> the derivative must equal 0
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AP Calculus BC Unit 2 Derivatives
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AP Calculus BC Unit 2 Derivatives 
 
derivative at a point - Answer>> using limits: 
- lim [(f(x) - f(c)]/[x-c] 
 x->c 
equation of tangent line: 
1. find the derivative at a point 
2. plug in points in point slope form (derivative is the slope) 
normal line: perpendicular to tangent line 
- negative reciprocal slope of tangent line's slope
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AP Calculus BC: Chapter. 1-2 Pre-calculus Review and Limits 2024
- Exam (elaborations) • 5 pages • 2024
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AP Calculus BC: Chapter. 1-2 Pre-calculus Review and Limits 2024 
 
parent function of f(x)=√(x) - Answer>> ... 
 
parent function of f(x)=x³ - Answer>> ... 
 
odd function if... - Answer>> if f(-x)=f(x) 
 
y=f(Cx); C makes the graph do... - Answer>> compresses graph vertically 
 
constant multiple rule for derivatives - Answer>> d/dx cxⁿ=cnxⁿ⁻¹ 
 
for a constant function, the derivative... - Answer>> the derivative must equal 0
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AP Calculus BC Derivatives Questions and answers latest update
- Exam (elaborations) • 2 pages • 2024
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AP Calculus BC Derivatives Questions and answers latest update
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AP Calculus BC Study Guide Exam with complete solutions 2024_2025
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AP Calculus BC Study Guide Exam with complete solutions 2024_2025
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CBEST Final Exam Review With Questions and Answers (2023/2024)
- Exam (elaborations) • 74 pages • 2023
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CBEST Final Exam Review With Questions and Answers (2023/2024). The California Basic Educational Skills 
Test, or CBEST, is a four-hour exam 
divided into three different sections – a 
multiple choice Reading section, a 
multiple choice Mathematics section, 
and a Writing section with two essays. 
WHO MUST TAKE THE CBEST? 
In California, you must take the CBEST if : 
• You are applying for a CTC approved 
teacher preparation/credential program 
• You are applying to be a day to day 
substi...
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OSCE (DSE) Exam Review 2023
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OSCE (DSE) Exam Review 2023 
T/F: Nifidepine causes gingival hyperplasia. - ANS-True 
Ca channel blockers: Amlodipine, diltiazem, verapamil, "dipines" 
Dilantin (Phenytoin): anti-convulsant 
Cyclosporine: immunosuppressant 
Large space between 11 and 12. What do you do? - ANS-a. Mini implant 
b. Do a bridge 
c. Leave it alone**** 
Picture with white cauliflower nodule on dorsal tongue is: - ANS-Papilloma on a tongue 
How do you treat this? (Mucocele) - ANS-Excise with salivary gland remnants 
...
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AP Calculus BC Derivatives
- Exam (elaborations) • 2 pages • 2024
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AP Calculus BC Derivatives 
 
cosx - Answer>>(d/dx) sinx 
 
-sinx - Answer>>(d/dx) cosx 
 
sec^2x - Answer>>(d/dx) tanx 
 
-csc^2x - Answer>>(d/dx) cotx 
 
secxtanx - Answer>>(d/dx) secx 
 
-cscxcotx - Answer>>(d/dx) cscx 
 
1 / sqrt(1-x^2) - Answer>>(d/dx) sin^-1x 
 
-1 / sqrt(1-x^2) - Answer>>(d/dx) cos^-1x
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AP Calculus BC Series test with Answers
- Exam (elaborations) • 3 pages • 2024
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AP Calculus BC Series test with Answers 
 
nth term test - Answer>> When n probably doesn't equal zero 
Divergent if the limit as n goes to infinity does NOT equal zero 
Does not determine convergence 
 
Geometric series test - Answer>> Something is multiplied over and over 
The series of (r)^n converges if |r|<1 and diverges if |r|>1 or |r|=1
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AP Calculus BC Exam Review: Formulas, theorems, etc that are likely to pop out or to be used in the exam
- Exam (elaborations) • 2 pages • 2024
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AP Calculus BC Exam Review: Formulas, theorems, etc that are likely to pop out or to be used in the exam 
 
 
limits and continuity - Answer>> a function y = f(x) is continuous at x = a if: f(a) is defined, the limit of f(x) as x approaches a exists, and the limit of f(x) as x approaches a is equal to f(a). 
otherwise, f is discontinuous at x = a 
The limit exists iff both corresponding one sided limits exist and are equal.
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