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Laws of Exponents

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  • (1/2)^0
    1
  • (-0.1324278394273289787432)^0
    1
  • x=?
    x=0
  • Any number raised to the power of zero (except zero) equals _____
    one
  • Simplify to a single exponent.
    (1/2)^9
  • Re-write with a positive exponent:
    1/(8^2)
  • Simplify to a single exponent
    3^8
  • Re-write with a positive exponent:
    1/a^m
  • Re-write with a positive exponent:
    1/(3^3)
  • (-1)^0
    1
  • When dividing with the same base, you can __________ the exponents.
    subtract
  • When a power is raised to a power, you can _________ the exponents.
    multiply
  • Re-write with a single exponent:
    (5/4)^52
  • Simplify to a single exponent
    4^7
  • Find the missing number:
    5^2
  • Simplify to a single exponent
    6^2
  • Simplify to a single exponent
    g^9
  • Re-write with a positive exponent:
    1/(10^3)
  • Simplify:
    a^(m - n)
  • When multiplying with the same base, you can ___ the exponents.
    add
  • Simplify to a single power
    b^15