find the value of x in a triangle who's one side is 100 degree
Answers
Answer:
Step-by-step explanation:
SCIENCE
Biology
Cells
Molecular
Microorganisms
Genetics
Human Body
Ecology
Chemistry
Atomic & Molecular Structure
Bonds
Reactions
Stoichiometry
Solutions
Acids & Bases
Thermodynamics
Organic Chemistry
Physics
Fundamentals
Mechanics
Electronics
Waves
Energy
Fluid
Astronomy
Geology
Fundamentals
Minerals & Rocks
Earth Structure
Fossils
Natural Disasters
Nature
Ecosystems
Environment
Insects
Plants & Mushrooms
Animals
MATH
Arithmetic
Addition & Subtraction
Multiplication & Division
Decimals
Fractions
Conversions
Algebra
Working With Units
Equations & Expressions
Ratios & Proportions
Inequalities
Exponents & Logarithms
Factorization
Functions
Linear Equations
Graphs
Quadratics
Polynomials
Geometry
Fundamentals
Cartesian
Circles
Solids
Trigonometry
Probability & Statistics
Mean/Median/Mode
Independent/Dependent Variables
Deviation
Correlation
Sampling
Distributions
Probability
Calculus
Differentiation/Integration
Application
PROJECTS
NEWS
search
How to Solve for X in a Trianlge
Updated April 24, 2017
By Tatyana Ivanov
Triangle equations are a common part of school geometry and algebra programs. Solving for X in a triangle can encompass a number of different problems. Most commonly, X is used to represent the degree of any one of the three angles found in the triangle. Based on what type of triangle you are trying to solve for and what X represents, there are many different ways to solve for X in a triangle. Graphing the triangle can also help when solving for X.
Answer:
If one of the angles is 100°, then the other two angles will be 180°-100° = 80°
Hence the sum of the other two angles is 80°. Let the angles be x.
So, x+x = 80°
2x = 80°
x = 80°/2
x = 40°
Hence the value of x is 40°.
Hope it helps.
Please mark this answer as brainliest.