Algebra and Trigonometry Differences Algebra uses numbers and letters to help solve problems where there is an unknown. So you'll use a variable or a letter "x" to replace the part of the problem that you want to solve. For example, I want to go to another town for an interview and have only so much gas in my car. I know how much gas costs and I want to get to the other town and back for my interview. So how much gas do I need to put in my car to get there and back? Algebra lets me use what I know, the tank holds so many gallons, it costs so many dollars, then I'll need to put in so much gas to get there and back. I will use letters like "x" or "y" to represent the part of the equation I have to figure out. Then solve the equation and plug in the answers to make the equation "equal" or to "work out." In the teaching of Algebra there are usually introductions and reviews relating to geometry, linear equations, graphs, percentages, decimals, fractions and the order of operations. You'll need these later in Trigonometry as well. Trigonometry is a higher form of Algebra. In Trigonometry you will use more complicated letters and numbers to represent more complicated formulas. You can and do use Trigonometry everyday without even knowing it. For example, you could figure out the properties of a tsunami by using a Trigonometric formula. You could also figure out the age of a tree by looking at the rings. The ever growing circle of growth can be expressed in a Trigonometric formula! In Trigonometry you'll use exponents, graphs (many, many graphs), functions, and everything you learned in basic Algebra. The formulas in Trigonometry aren't difficult if you remember that you can "cancel" or break down like terms on both sides of the equal sign. Remember, equal means equal. When figuring out a problem, once you find like terms and cancel them out on both sides of the equal sign, the problem will go down to the common forms and Voila! Your Trigonometry problem will resemble a simple Algebra problem where you can use logic to answer the question.
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You didn't need an essay to explain the "difference". There isn't one anyway because Algebra is simply the set of symbols and rules in which all other mathematical concepts and problems, including trigonometry, are expressed and solved.
Looking at all these strange "difference between" questions, it seems to me people are treating algebra as an isolated academic topic. It is not. It is fundamental to mathematics so cannot be separated and packed into its own box.
Algebra is basically arithmetic with variable expressions, trigonometry comes after algebra because you need algebra to understand sine, cosine, tangent, as well as secant, cosecant, and cotangent.
I think you need to understand algebra 2 before you begin trigonometry
Algebra is a form (or subset) of mathematics.
algebra
algebra 1a is the first part of algebra 1 and algebra 1b is the second part. :)
Cynthia Y. Young has written: 'Trigonometry' -- subject(s): Textbooks, Trigonometry 'Trigonometry, Student Solutions Manual' 'Algebra and Trigonometry with Limits' 'College Algebra Sampler' 'Trigonometry, Digital Videos (Digital Video Tutor)' 'College Algebra 1st Edition with Digital Videos Set' 'Trigonometry with Digital Videos Set' 'College algebra' -- subject(s): Algebra, Textbooks
Algebra is basically arithmetic with variable expressions, trigonometry comes after algebra because you need algebra to understand sine, cosine, tangent, as well as secant, cosecant, and cotangent.
the founder of trigonometry, algebra & calculus is a hindu (india) mathematician BUDHAYANA. =]
I think you need to understand algebra 2 before you begin trigonometry
Thomas Percy Nunn has written: 'The Teaching of Algebra (including Trigonometry): (including Trigonometry)' 'The Teaching of Algebra (including Trigonometry)'
Nancy Myers has written: 'Beginning algebra for college students' -- subject(s): Algebra 'Algebra and trigonometry for college students' -- subject(s): Algebra, Trigonometry
algebra,trigonometry,geometry,(second year algebra, semester of trigonometry, a year of geometry)
Earl William Swokowski has written: 'Fundamentals of Algebra & Trignometry' 'Functions and graphs' -- subject(s): Graphic methods, Functions, Trigonometry, Algebra 'Algebra and trigonometry' -- subject(s): Plane trigonometry, Algebra 'Psm Fundamentals of Algebra & Trigonometry' 'Fundamentals of trigonometry' -- subject(s): Analytic Geometry, Geometry, Analytic, Plane Trignometry, Plane trigonometry, Trignometry, Plane 'Fundamentals of college algebra' -- subject(s): Textbooks, Algebra 'Laboratories Using Mathematica - Calculu' 'S.G. Volume 2 - Calculus' 'Calculus (Calculus)' 'Calculus/Late Trigonometry Version' 'Mac Maple Notebook - Calculus' 'Fund of Trigonometry - Study Guide/Pssm' 'Calculus' -- subject(s): Analytic Geometry, Calculus 'Precalculus' -- subject(s): Algebra, Graphic methods, Functions, Trigonometry, Plane trigonometry 'Fundamentals of college algebra' -- subject(s): Textbooks, Algebra 'Psm - Precalc' 'Calculus 7e' 'Theorist Notebook - Calculus 6e'
YES! If you can't do algebra, you won't last ten seconds in trigonometry. It basically is algebra, just using equations within equations.
William Nathaniel Griffin has written: 'Notes on The elements of algebra and trigonometry' 'The elements of algebra and trigonometry'
John W. Coburn has written: 'Algebra and trigonometry' -- subject(s): Textbooks, Algebras, Trigonometry 'Trigonometry' -- subject(s): Textbooks, Trigonometry 'Student Solutions Manual to accompany Precalculus' 'Precalculus' -- subject(s): Functions, Trigonometry 'College algebra essentials' -- subject(s): Textbooks, Algebra
Ralph C. Steinlage has written: 'College algebra and trigonometry' -- subject(s): Algebra, Trigonometry 'S.G. College Algebra' 'SM Coll Alg & Trig' 'College algebra' -- subject(s): Algebra