Reviewer List
| ID | Subject | Topic | Content Preview | Date Added | Actions |
|---|---|---|---|---|---|
| 61 | Biology 2 | yes | yes | Feb 13, 2026 | |
| 60 | Basic Calculus | 3 Types of Riemann Sums | Midpoint Riemann SumIn general, if [a, b] is subdivided into n intervals with partition points {x0,... | Feb 05, 2026 | |
| 59 | Basic Calculus | 3 Types of Riemann Sums | Midpoint Riemann SumMₙ = nth midpoint Riemann sum the sum of the areas of the recta... | Feb 05, 2026 | |
| 58 | Basic Calculus | 3 Types of Riemann Sums | Right Riemann Sum Rₙ = nth right Riemann sum the sum of the areas of the rectangles wh... | Feb 05, 2026 | |
| 57 | Basic Calculus | 3 Types of Riemann Sums | Left Riemann SumLₙ = nth left Riemann sum the sum of the areas of the rectangles whose heig... | Feb 05, 2026 | |
| 56 | Basic Calculus | Approximation of Area Using Riemann Sums | Assume that the interval [a, b] is already divided into n subintervals. We then cover the region w... | Feb 05, 2026 | |
| 55 | Basic Calculus | Approximation of Area Using Riemann Sums | Feb 05, 2026 | ||
| 54 | Basic Calculus | Approximation of Area Using Riemann Sums | - Points that mark the subintervals (vertices of the rectangles).- The collection of points Pn = {x0... | Feb 05, 2026 | |
| 53 | Basic Calculus | Approximation of Area Using Riemann Sums | Riemann Sums - an approximation of a region's area, obtained by adding up the areas of multiple sim... | Feb 05, 2026 | |
| 52 | Basic Calculus | Antidifferentiation by U-Substitution | Example 6 : | Feb 05, 2026 | |
| 51 | Basic Calculus | Antidifferentiation by U-Substitution | Example 5 : | Feb 05, 2026 | |
| 50 | Basic Calculus | Antidifferentiation by U-Substitution | Example 4 : | Feb 05, 2026 | |
| 49 | Basic Calculus | Antidifferentiation by U-Substitution | Example 3 : | Feb 05, 2026 | |
| 48 | Basic Calculus | Antidifferentiation by U-Substitution | Example 2 : | Feb 05, 2026 | |
| 47 | Basic Calculus | Antidifferentiation by U-Substitution | Antidifferentiation by Substitution ·  ... | Feb 05, 2026 | |
| 46 | Basic Calculus | Antidifferentiation Theorems 8-11 | Theorem 8 : ∫sec2xdx = tan x + CTheorem 9 : ∫csc2xdx = -cot x + CTheorem 10 : �... | Feb 05, 2026 | |
| 45 | Basic Calculus | Antidifferentiation Theorem 7 | Theorem 7 : ∫cosx dx = sinx + CExample : | Feb 05, 2026 | |
| 44 | Basic Calculus | Antidifferentiation Theorem 6 | Theorem 6 : ∫sinx dx = -cosx + C | Feb 05, 2026 | |
| 43 | Basic Calculus | Antidifferentiation Theorem 5 | Theorem 5: If f1, f2, ..., fn are defined on the same interval, ∫[c1f1(x) + c2f2(x) + ... | Feb 05, 2026 | |
| 42 | Basic Calculus | Antidifferentiation Theorem 4 | Theorem 4 : ∫[f(x) ± g(x)]dx = ∫ f(x)dx ± ∫ f(x)dx | Feb 05, 2026 | |
| 41 | Basic Calculus | Antidifferentiation Theorem 3 | Theorem 3 : x^n dx = (x^(n+1)) / (n+1) + C where n ≠ -1 | Feb 05, 2026 | |
| 38 | Basic Calculus | Antidifferentiation Theorems 1-2 | Theorem 1 : ∫dx = x + cTheorem 2 : ∫ a f(x)dx = a∫ f(x)dx where a is a constan... | Feb 05, 2026 | |
| 37 | Basic Calculus | Antidifferentiation | Antidifferentiation - The i... | Feb 05, 2026 | |
| 36 | Basic Calculus | Antidifferentiation | A function F is an antiderivative of the function f on an interval l if F’(x) = f(x) for every val... | Feb 05, 2026 | |
| 27 | Biology 2 | Plant Nutrition | Carbon dioxide and Water are neededby plants to produce glucose and oxygen. Carbon, Hydrogen, a... | Feb 02, 2026 | |
| 26 | Biology 2 | PLANTS: Reproduction and Development | Plants Reproduction – In plants, every physical structure and physiological process is designed t... | Feb 02, 2026 | |
| 25 | Biology 2 | ANIMALS: Reproduction and Development | Growth - a way to generate the materials for reproduction. Development - a process that crea... | Feb 02, 2026 | |
| 24 | Biology 2 | Reproduction and Development | Development - process that creates growth, progress, positive change or the addition of physical, ... | Feb 02, 2026 |
ID: 61
Active
yes
Biology 2
yes...
Feb 13, 2026
ID: 60
Active
3 Types of Riemann Sums
Basic Calculus
Midpoint Riemann SumIn general, if [a, b] is
subdivided into n intervals with partition points {x0, x1,
. . . , xn}, then the nth midpoint Riemann s...
Feb 05, 2026
ID: 59
Active
3 Types of Riemann Sums
Basic Calculus
Midpoint Riemann SumMₙ = nth midpoint Riemann sum
the sum of the areas of
the rectangles whose heights are the functional values of t...
Feb 05, 2026
ID: 58
Active
3 Types of Riemann Sums
Basic Calculus
Right Riemann Sum Rₙ = nth right Riemann sum the sum of the areas of
the rectangles whose heights are the functional values of the right...
Feb 05, 2026
ID: 57
Active
3 Types of Riemann Sums
Basic Calculus
Left Riemann SumLₙ = nth left Riemann sum the sum of the areas of
the rectangles whose heights are the functional values of the left endpoint...
Feb 05, 2026
ID: 56
Active
Approximation of Area Using Riemann Sums
Basic Calculus
Assume that the interval
[a, b] is already divided into n subintervals. We then cover the region
with rectangles whose bases correspond to a subinte...
Feb 05, 2026
ID: 55
Active
Approximation of Area Using Riemann Sums
Basic Calculus
...
Feb 05, 2026
ID: 54
Active
Approximation of Area Using Riemann Sums
Basic Calculus
- Points that mark the subintervals (vertices of the rectangles).- The collection of points Pn = {x0, x1, ..., xn} is a set of points of [a, b].Note: ...
Feb 05, 2026
ID: 53
Active
Approximation of Area Using Riemann Sums
Basic Calculus
Riemann Sums - an approximation of a region's area, obtained
by adding up the areas of multiple simplified
slices of the region. It is applied in ca...
Feb 05, 2026
ID: 52
Active
Antidifferentiation by U-Substitution
Basic Calculus
Example 6 : ...
Feb 05, 2026
ID: 51
Active
Antidifferentiation by U-Substitution
Basic Calculus
Example 5 :...
Feb 05, 2026
ID: 50
Active
Antidifferentiation by U-Substitution
Basic Calculus
Example 4 :...
Feb 05, 2026
ID: 49
Active
Antidifferentiation by U-Substitution
Basic Calculus
Example 3 : ...
Feb 05, 2026
ID: 48
Active
Antidifferentiation by U-Substitution
Basic Calculus
Example 2 : ...
Feb 05, 2026
ID: 47
Active
Antidifferentiation by U-Substitution
Basic Calculus
Antidifferentiation by Substitution
· - One of the antidiffe...
Feb 05, 2026
ID: 46
Active
Antidifferentiation Theorems 8-11
Basic Calculus
Theorem 8 : ∫sec2xdx = tan x + CTheorem 9 : ∫csc2xdx = -cot x + CTheorem 10 : ∫ sec x tan x dx = sec x + CTheorem 11 : ∫...
Feb 05, 2026
ID: 45
Active
Antidifferentiation Theorem 7
Basic Calculus
Theorem 7 : ∫cosx dx = sinx + CExample :...
Feb 05, 2026
ID: 44
Active
Antidifferentiation Theorem 6
Basic Calculus
Theorem 6 : ∫sinx dx = -cosx + C...
Feb 05, 2026
ID: 43
Active
Antidifferentiation Theorem 5
Basic Calculus
Theorem 5:
If f1, f2, ..., fn are defined on the same interval, ∫[c1f1(x) + c2f2(x) + ... + cnfn(x)] dx= c1 ∫ f(x)1 dx + c2&...
Feb 05, 2026
ID: 42
Active
Antidifferentiation Theorem 4
Basic Calculus
Theorem 4 : ∫[f(x) ± g(x)]dx = ∫ f(x)dx ± ∫ f(x)dx...
Feb 05, 2026
ID: 41
Active
Antidifferentiation Theorem 3
Basic Calculus
Theorem 3 : x^n dx = (x^(n+1)) / (n+1) + C where n ≠ -1...
Feb 05, 2026
ID: 38
Active
Antidifferentiation Theorems 1-2
Basic Calculus
Theorem 1 : ∫dx = x + cTheorem 2 : ∫ a f(x)dx = a∫ f(x)dx where a is a constant...
Feb 05, 2026
ID: 37
Active
Antidifferentiation
Basic Calculus
Antidifferentiation - The inverse operation of differentiation &...
Feb 05, 2026
ID: 36
Active
Antidifferentiation
Basic Calculus
A function F is an antiderivative of the function f on an interval l if F’(x) = f(x) for every value of x in l....
Feb 05, 2026
ID: 27
Active
Plant Nutrition
Biology 2
Carbon dioxide and Water are neededby plants to produce glucose and oxygen. Carbon, Hydrogen, and Oxygen are theelements composing glucose as apr...
Feb 02, 2026
ID: 26
Active
PLANTS: Reproduction and Development
Biology 2
Plants Reproduction – In plants, every physical structure and
physiological process is designed to maximize the chances of producing
offspring. Re...
Feb 02, 2026
ID: 25
Active
ANIMALS: Reproduction and Development
Biology 2
Growth
- a way to generate the materials for reproduction. Development
- a process that creates growth, brings in progress and positive change...
Feb 02, 2026
ID: 24
Active
Reproduction and Development
Biology 2
Development
- process that creates growth, progress, positive change or the addition of
physical, economic, environmental, social and demographic co...
Feb 02, 2026