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    - Degree of Polynomial 2
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    - Difference of Squares 1
    - Trinomial Factoring 6
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  - Inequalities
    - Linear Inequalities 17
    - Compound Inequalities 1
    - Graphing Inequalities 6
    - Absolute Inequalities 6
  - Algebraic Functions
    - Function Basics 11
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    - Function Graphs 12
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  - Systems of Equations
    - Solving by Graphing 5
    - Substitution Method 6
    - Elimination Method 2
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    - No Infinite Solutions 2
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    - Exponential Growth 4
    - Exponential Decay 2
    - Logarithm Basics 11
    - Logarithm Properties 16
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    - Polar Form 6
    - Quadratic with Complex 2
- Geometry
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    - Vertical Angles 7
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    - Angle Sum 3
    - Triangle Inequality 6
    - Triangle Congruence 14
    - Special Triangles 8
    - Pythagoras Theorem 18
    - Triangle Centers 4
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    - Quad Properties 14
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    - Arc Length 1
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    - Tangents 1
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    - Angle Sums 7
    - Regular Polygons 5
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    - Area Formulas 10
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  - Surface Area & Volume
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    - Volume of Solids 11
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    - Math Density 2
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    - Slope 7
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    - Dilation 5
    - Symmetry 5
    - Similarity 9
- Trigonometry
  - Trigonometric Ratios
    - Sine Cosine Tangent 5
    - Reciprocal Ratios 4
    - Right Triangle Ratios 4
    - Triangle Sides 9
  - Trigonometric Identities
    - Pythagorean Identities 6
    - Reciprocal Identities 5
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    - Co Function Identities 1
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    - Double Angle Formulas 5
    - Half Angle Formulas 4
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    - Secant Graph 5
    - Cosecant Graph 2
    - Amplitude & Period 4
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    - Vertical Shift 5
  - Inverse Trig
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    - Inverse Cosine 4
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    - Graphs of Inverses 4
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    - Real World Use 2
  - Solving Triangles
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    - Law of Sines 5
    - Law of Cosines 3
    - Ambiguous Case 2
    - Finding Sides 3
    - Finding Angles 4
    - Area of Triangle 5
    - Heron Formula 5
  - Real World Applications
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    - Angle of Elevation 6
    - Angle of Depression 5
    - Navigation Bearings 5
    - Shadows & Towers 5
    - Sound & Light Waves 5
    - Engineering Design 4
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- Calculus
  - Limits
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    - One Sided Limits 5
    - Infinite Limits 5
    - Limits at Infinity 6
    - Piecewise Functions 7
    - lhopitals Rule 5
  - Derivatives
    - Definition of Derivative 4
    - Power Rule 4
    - Product Rule 11
    - Quotient Rule 3
    - Chain Rule 2
    - Derivatives of Trig 5
    - Implicit Differentiation 6
    - Tangents & Slopes 4
    - Optimization Problems 4
  - Integrals
    - Indefinite Integrals 7
    - Definite Integrals 2
    - Fundamental Theorem 3
    - Integration by Substitution 4
    - Integration by Parts 6
    - Improper Integrals 5
    - Integration of Trig 1
  - Differential Equations
    - First Order Equations 4
    - Separable Equations 5
    - Exact Equations 1
    - Homogeneous Equations 4
    - Growth & Decay 5
  - Sequences & Series
    - Arithmetic Sequences 51
    - Geometric Sequences 8
    - Convergence Tests 1
    - Infinite Series 3
    - Partial Sums 4
    - Power Series 6
    - Taylor Series 5
    - Maclaurin Series 5
  - Multivariable Calculus
    - Partial Derivatives 4
    - Gradient Vectors 8
    - Vector Fields 1
    - Line Integrals 5
    - Divergence & Curl 5
- Statistics & Probability
  - Data Handling
    - Types of Data 17
    - Primary Secondary Data 1
    - Frequency Tables 3
    - Bar Graphs 5
    - Pie Charts 8
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    - Histograms 7
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  - Central Tendency
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    - Median 15
    - Mode 6
    - Weighted Mean 3
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    - Interquartile Range 6
    - Variance 5
    - Standard Deviation 1
    - Mean Absolute Deviation 6
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  - Probability Concepts
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    - Sample Space 6
    - Mutually Exclusive Events 6
    - Independent Events 7
    - Conditional Probability 5
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    - Binomial Distribution 6
    - Normal Distribution 9
    - Uniform Distribution 2
    - Poisson Distribution 2
    - Cumulative Distribution 5
  - Inferential Statistics
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    - Sampling Methods 12
    - Hypothesis Testing 16
    - Confidence Intervals 4
    - Margin of Error 7
    - Z & T Tests 3
    - Chi Square Test 3
- Number Theory
  - Prime Numbers
    - Prime Basics 6
    - Prime Factorization 13
    - Sieve of Eratosthenes 5
    - Twin Primes 5
    - Primality Tests 1
  - Divisibility Rules
    - Divisibility by 2 6
    - Rules Application 2
    - Remainder Concepts 6
    - Number Puzzles 2
    - Divisibility Proofs 5
  - GCD & LCM
    - GCD Basics 5
    - LCM Basics 5
    - Euclidean Algorithm 4
    - GCD LCM Practice 2
    - Coprime Numbers 2
  - Modular Arithmetic
    - Congruence 9
    - Modulo Basics 5
    - Congruence Relations 6
    - Modular Addition 5
    - Modular Multiplication 3
    - Modular Inverses 3
    - Math in Coding 2
  - Diophantine Equations
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- Mathematical Topology
  - Set Types
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    - Interior Points 3
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    - Degree of Vertex 5
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- Mathematical Logic
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    - Contradictions 5
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    - Contradiction Method 4
    - Inductive Proof 4
    - Case Analysis 4
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  - Boolean Algebra
    - Boolean Variables 5
    - Boolean Laws 4
    - Simplification Rules 4
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    - Karnaugh Maps 3
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Exams & Certifications

10th Grade Separable Equations Quizzes, Questions & Answers

10th Grade

Recent Separable Equations Quizzes

Conceptual Separable Equations & Basic Initial Value Problems

Can you use given information to find a specific solution? In this quiz, you’ll apply initial conditions to separable differential equations to find particular solutions. You’ll see how starting values help determine...

Questions: 15 | Attempts: 12 | Last updated: Dec 16, 2025

Sample Question
Which of the following is separable?

Dy/dx = x² + 2xy + y²

Dy/dx = eˣ sin(y)

Dy/dx = ln(x+y)

Dy/dx = (x+y)/x

Separable Equations with Powers, Roots & Proportional Growth/Decay

Think you can turn a differential equation into something solvable? This quiz focuses on the full process of solving separable equations, from rearranging terms to integrating both sides. You’ll work through examples...

Questions: 15 | Attempts: 11 | Last updated: Dec 16, 2025

Sample Question
Solve: dy/dx = 4x³ y².

Y = 1 / (C - x⁴)

Y = 1 / (C + x⁴)

Y = C - x⁴

Y = C + x⁴

Intro to Separable Differential Equations & Simple Exponential Models

Ready to take your first step into solving differential equations? In this quiz, you’ll learn how separable differential equations work and why separating variables is such a powerful technique. You’ll practice...

Questions: 15 | Attempts: 10 | Last updated: Dec 16, 2025

Sample Question
Solve the separable differential equation: dy/dx = 3x² / y. Express your answer as an equation solved for y.

Y = √(2x³ + C)

Y = √(x³ + C)

Y = √(2x³) + C

Y = 2x³ + C

10th Grade Separable Equations Quizzes, Questions & Answers

Top Trending Separable Equations Quizzes

Recent Separable Equations Quizzes