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Numeri e operazioni

Numeri e operazioni

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aliasesNumeri E Operazioni, numeri-e-operazioni

20 lug 20261 min read

Topic — Numeri e operazioni.

Featured in chapters

01

Linked atoms

29 linked atoms.

01 Numeri e operazioni fondamentali

  • Associative property of addition
  • Checking the divisibility rules
  • Commutative and associative with subtraction
  • Commutative property of addition
  • Consequences of the FTA
  • Definition of a power
  • Divisibility rules
  • Expression with brackets
  • Expression with powers
  • Factorising a number into primes
  • GCD and LCM
  • GCD and LCM of 168 and 576
  • How many prime numbers are there
  • Numerical expression
  • Order of operations
  • Prime factors
  • Properties of powers
  • Simplifying powers of fractions
  • Terms of a sum
  • The fundamental theorem of arithmetic
  • The idea behind the proof of the rules
  • The number sets N, Z, Q, R
  • The onion diagram
  • The sieve of Eratosthenes
  • Tower of powers
  • Towers of powers and negative exponents
  • Why it is enough to stop at the square root of N
  • Why the FTA is fundamental
  • Zero and positional notation

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  • Numerical expression
  • Order of operations
  • The onion diagram
  • Terms of a sum
  • Commutative property of addition
  • Associative property of addition
  • Commutative and associative with subtraction
  • The number sets N, Z, Q, R
  • Zero and positional notation
  • Definition of a power
  • Properties of powers
  • Towers of powers and negative exponents
  • Prime factors
  • Divisibility rules
  • Checking the divisibility rules
  • The idea behind the proof of the rules
  • Factorising a number into primes
  • GCD and LCM
  • The fundamental theorem of arithmetic
  • Why the FTA is fundamental
  • Consequences of the FTA
  • The sieve of Eratosthenes
  • Why it is enough to stop at the square root of N
  • How many prime numbers are there
  • Expression with brackets
  • Expression with powers
  • Tower of powers
  • Simplifying powers of fractions
  • GCD and LCM of 168 and 576