Multiplicative inverse of real number
Multiplicative inverse of real number: The element ” 1 / a ” is called Multiplicative inverse of real number ” a ” Symbolically: ∀ a ∈ R ( a ≠ …
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Real Numbers
Reversal law of inverse
Reversal law of inverse statement: In a group G, ∀ ( for all) a , b ∈ G ⇒ ( this implies that ) (ab)⁻ ¹ = a⁻¹ b⁻¹ Proof: …
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ordered pair of real numbers
Ordered pair of real numbers: An ordered pair of real numbers x and y in which element are written in specific order. (i) (x, y) an ordered pair in which …
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Addition and multiplication laws of real number (1) Addition Laws of real number (i) Closure Law of addition ∀ a, b ∈ R (for all a, b is a …
Addition and multiplication laws of real number Read MoreAddition law of multiplication of real number
Addition law of multiplication Always all number operation of addition lies is a part of the real number example we have three number a, b, c Addition operation on a, …
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Type of Surd ( irrational root) definition and example: Surd mean in mathematic irrational root, irrational root term, condition, type detail one by one detail (1)Monomial surd or monomial irrational …
Type of surd or irrational root definition and example Read Moredependent variable of function
The variable x is called the independent variable of function f and variable y is called the dependent variable of function f. We clear the concept of dependent and independent …
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3.14159 is rational or irrational
3.14159 is rational or irrational, is an important irrational number called PI is denoted by mathematical symbol π Which denote the constant ratio of the circumstance of any circle …
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.55555 is real number
.55555 is real number: All things in the world is real without iota(i) set of natural number, set of whole number, set of integers, set of rational numbers, set of irrational …
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associative property of real number
Associative property is explained as, more as two numbers are added (+) or multiplied(x), give the result remains as same, For example we have three real numbers a, b. c …
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