Study

Inverse Functions

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  • Condense each expression to a single logarithm. (31)
    log6 (z^6 x^1/3)
  • (Q2) Perform the indicated operations
    t^2-8
  • (Q5) Perform the indicated operations
    -a^3-5a-3
  • Rewrite each equation in logarithmic form.
    logy(x)=7
  • (Q1) Perform the indicated operations
    4x^2+8x
  • (Q7) Find the Inverse.
    -3/(x-2) +3
  • Rewrite each equation in exponential form.
    19^x=y
  • (Q14) State if the given functions are inverses.
    Yes
  • Find the inverse of each function. (37)
    y=2^x-6
  • (Q12) Find the Inverse.
    -5x+19
  • Expand each logarithm. (28)
    log_6
  • (Q11) Find the Inverse.
    2/(x+2) -2
  • (Q18) State if the given functions are inverses.
    No
  • (Q17) State if the given functions are inverses.
    Yes
  • Expand each logarithm. (27)
    log_9
  • (Q10) Find the Inverse.
    n+2
  • Find the inverse of each function.
    y=3^-x/4
  • Find the inverse of each function. (39)
    y=log6 (x+6)
  • Find the inverse of each function. (41)
    y=log5 (x-5)
  • Condense each expression to a single logarithm. (34)
    log9 (55*7^2)