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    - Substitution Method 6
    - Elimination Method 2
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    - Quadratic with Complex 2
- Geometry
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- Trigonometry
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    - Right Triangle Ratios 4
    - Triangle Sides 9
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    - Reciprocal Identities 5
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    - Double Angle Formulas 5
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    - Amplitude & Period 4
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    - Inverse Cosine 4
    - Inverse Tangent 6
    - 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
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    - Finding Angles 4
    - Area of Triangle 5
    - Heron Formula 5
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    - Angle of Elevation 6
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    - Navigation Bearings 5
    - Shadows & Towers 5
    - Sound & Light Waves 5
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- Calculus
  - Limits
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    - Infinite Limits 5
    - Limits at Infinity 6
    - Piecewise Functions 7
    - lhopitals Rule 5
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    - 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
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    - Indefinite Integrals 7
    - Definite Integrals 2
    - Fundamental Theorem 3
    - Integration by Substitution 4
    - Integration by Parts 6
    - Improper Integrals 5
    - Integration of Trig 1
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    - Separable Equations 5
    - Exact Equations 1
    - Homogeneous Equations 4
    - Growth & Decay 5
  - Sequences & Series
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    - Geometric Sequences 8
    - Convergence Tests 1
    - Infinite Series 3
    - Partial Sums 4
    - Power Series 6
    - Taylor Series 5
    - Maclaurin Series 5
  - Multivariable Calculus
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    - 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
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    - Pie Charts 8
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    - Median 15
    - Mode 6
    - Weighted Mean 3
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    - Interquartile Range 6
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    - Conditional Probability 5
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    - Normal Distribution 9
    - Uniform Distribution 2
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    - 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
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    - 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
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    - Modulo Basics 5
    - Congruence Relations 6
    - Modular Addition 5
    - Modular Multiplication 3
    - Modular Inverses 3
    - Math in Coding 2
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- Mathematical Topology
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- Mathematical Logic
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    - Validity & Models 5
  - Set Theory
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    - Union & Intersection 4
    - Subsets & Power Sets 5
    - Complements & Differences 3
    - Cartesian Products 4
    - Countable Sets 3
  - Proof Techniques
    - Direct Proof 4
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    - Contradiction Method 4
    - Inductive Proof 4
    - Case Analysis 4
    - Counterexamples 4
  - Boolean Algebra
    - Boolean Variables 5
    - Boolean Laws 4
    - Simplification Rules 4
    - Logic Circuits 4
    - Karnaugh Maps 3
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10th Grade Modular Inverses Quizzes, Questions & Answers

10th Grade

Top Trending Modular Inverses Quizzes

Modular inverses follow fascinating rules based on number properties. In this quiz, you’ll discover the conditions for an inverse to exist, how greatest common divisors (GCDs) play a role, and why every nonzero number has...

Questions: 10 | Attempts: 11 | Last updated: Dec 9, 2025

Sample Question 1
If a × b ≡ 1 (mod n), then b is:

A multiple of a

A divisor of n

The modular inverse of a mod n

Always equal to n – a

Sample Question 2
Which number has no modular inverse mod 12?

5

7

6

11

Sample Question 3
If 3 × x ≡ 1 (mod 13), what is x?

3

4

9

10

10th Grade Modular Inverses Quizzes, Questions & Answers

Top Trending Modular Inverses Quizzes

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