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Algebra Identities

Algebra Identities

Product Details:

  • Voltage 220 Volt (v)
  • Product Type Algebra Identities
  • Size 17 inch
  • Color Multicolor
  • Supply Ability : 10-15 Unit Per Day
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Price And Quantity

  • 10 Unit

Product Specifications

  • Multicolor
  • Algebra Identities
  • 220 Volt (v)
  • 17 inch

Trade Information

  • Cash Advance (CA), Cash in Advance (CID), Cheque, Telegraphic Transfer (T/T)
  • 10-15 Unit Per Day
  • 2-3 Days
  • Yes
  • Sample costs shipping and taxes has to be paid by the buyer
  • Box.
  • Asia, Australia, Central America, North America, South America, Eastern Europe, Western Europe, Middle East, Africa
  • All India

Product Description

Algebra Identities 

In algebra, an identity is an equation that holds true for all values of the variables involved. Here are some examples of commonly used algebra identities:

  • Distributive property: a(b + c) = ab + ac, and (a + b)c = ac + bc. This identity is used to expand expressions by distributing a factor across a sum or difference.
  • Commutative property: a + b = b + a, and ab = ba. This identity is used to change the order of terms in an expression without changing the value.
  • Associative property: (a + b) + c = a + (b + c), and (ab)c = a(bc). This identity is used to change the grouping of terms in an expression without changing the value.
  • Identity property: a + 0 = a, and a x 1 = a. This identity is used to add or multiply by zero or one without changing the value.
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