# Trigonometry Practice

> Trigonometry Practice app MCQs on ratios, identities, graphs, equations &amp; more

Canonical page: [https://chrome-stats.com/d/com.codeneststudios.trigonometrypractice](https://chrome-stats.com/d/com.codeneststudios.trigonometrypractice)

## Overview

- **ID:** `com.codeneststudios.trigonometrypractice`
- **Platform:** Android
- **Type:** Android app
- **Status:** Available
- **Publisher:** CodeNest Studios
- **Category:** EDUCATION
- **Downloads:** 1,110
- **Version:** 1.0.3
- **Last updated:** 2025-12-01
- **First published:** 2025-10-05
- **Publisher country:** IN
- **Size:** 21 MB
- **Data as of:** 2026-09-06
- **Store listing:** [Google Play Store](https://play.google.com/store/apps/details?id=com.codeneststudios.trigonometrypractice)
- **Website:** [https://developermanish96.blogspot.com](https://developermanish96.blogspot.com/)
- **Privacy policy:** [https://sites.google.com/view/trigonometrypractice/home?authuser=1](https://sites.google.com/view/trigonometrypractice/home?authuser=1)

## Description

Trigonometry Practice is Trigonometry app designed for students, competitive exam aspirants, and learners who want to learn the fundamentals of Trigonometry through MCQs. With carefully structured practice questions, this app helps in revising trigonometric ratios, identities, graphs, equations, and real life applications.<br><br>If you are preparing for high school exams, engineering entrance tests, competitive exams, or just want to strengthen your mathematics foundation, this Trigonometry Practice app is the perfect tool for systematic revision and self assessment.<br><br>The app is focused only on MCQ based practice, ensuring quick learning, accuracy building, and exam style preparation.<br><br>📘 Topics Covered in Trigonometry Practice App<br>1. Trigonometric Ratios and Functions<br><br>Sine Ratio – Opposite side ÷ hypotenuse<br><br>Cosine Ratio – Adjacent side ÷ hypotenuse<br><br>Tangent Ratio – Opposite side ÷ adjacent side<br><br>Reciprocal Ratios – Definitions of cosec, sec, cot<br><br>Angle Measurement – Degrees, radians, quadrants, conversions<br><br>Signs of Ratios – ASTC rule across four quadrants<br><br>2. Trigonometric Identities<br><br>Pythagorean Identities – sin²θ + cos²θ = 1<br><br>Reciprocal Identities – Relations of sin, cos, tan with reciprocals<br><br>Quotient Identities – tanθ = sinθ / cosθ<br><br>Double Angle Identities – Formulas for sin2θ, cos2θ, tan2θ<br><br>Half Angle Identities – sin(θ/2), cos(θ/2), tan(θ/2)<br><br>Sum and Difference Formulas – sin(A±B), cos(A±B), tan(A±B)<br><br>3. Trigonometric Equations<br><br>Basic Equations – sinx = 0, cosx = 0 and solutions<br><br>General Solutions – Periodicity for multiple solutions<br><br>Multiple Angle Equations – Forms of sin2x, cos3x, tan2x<br><br>Quadratic Trigonometric Equations – Solving with substitution methods<br><br>Graphical Solutions – Using intersections of trigonometric graphs<br><br>Applications – Triangles, cyclic quadrilaterals, and angle problems<br><br>4. Trigonometric Graphs<br><br>Sine Graph – Oscillating between +1 and -1<br><br>Cosine Graph – Starts at maximum, periodic wave<br><br>Tangent Graph – Periodic with vertical asymptotes<br><br>Cotangent Graph – Reciprocal of tangent with asymptotic behavior<br><br>Secant Graph – Reciprocal of cosine with disjoint branches<br><br>Cosecant Graph – Reciprocal of sine with periodic oscillations<br><br>5. Inverse Trigonometric Functions<br><br>Definition – Reverse functions of trigonometric ratios<br><br>Principal Values – Restricted domain and ranges<br><br>Graphs – Shapes of arcsin, arccos, arctan functions<br><br>Properties – Symmetry, monotonicity, periodicity<br><br>Identities – Relations like sin⁻¹x + cos⁻¹x = π/2<br><br>Applications – Solving equations, calculus, and geometry problems<br><br>6. Applications of Trigonometry<br><br>Heights and Distances – Angles of elevation and depression<br><br>Navigation – Bearings, directions, and distances<br><br>Astronomy – Positions of planets, distances using angles<br><br>Physics Applications – Circular motion, oscillations, wave motion<br><br>Engineering Applications – Surveying, triangulation, structural design<br><br>Real-life Problems – Shadows, ladders, building height calculations<br><br>✨ Key Features of Trigonometry Practice App<br><br>✔ Covers major trigonometry topics through structured MCQs<br>✔ Useful for school students, engineering entrance exam prep, and competitive tests<br>✔ Focused MCQ format for practice and revision<br>✔ Easy to understand explanations and step-by-step learning<br>✔ Strengthens problem solving speed and accuracy<br><br>Whether you are a high school learner, a competitive exam aspirant, or someone revising mathematics basics, the Trigonometry Practice app is your best companion for learning Trigonometry concepts and MCQs.<br><br>Prepare smarter, practice better, and boost your confidence in Trigonometry with this easy to use learning app.

## Rankings

- #1,120,986 — Overall

## Permissions and access

### Permissions

- `android.permission.ACCESS_ADSERVICES_AD_ID`
- `android.permission.ACCESS_ADSERVICES_ATTRIBUTION`
- `android.permission.ACCESS_ADSERVICES_TOPICS`
- `android.permission.ACCESS_NETWORK_STATE`
- `android.permission.FOREGROUND_SERVICE`
- `android.permission.INTERNET`
- `android.permission.WAKE_LOCK`
- `android.permission.internet`
- `com.android.vending.CHECK_LICENSE`
- `com.codeneststudios.trigonometrypractice.DYNAMIC_RECEIVER_NOT_EXPORTED_PERMISSION`
- `com.google.android.gms.permission.AD_ID`

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Source: [Chrome-Stats](https://chrome-stats.com/d/com.codeneststudios.trigonometrypractice)
