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  • Give an example of exponential Function and Exponential Equations
    anything with the form of f(x)=b^x and equation with variable exponent
  • solve for exponential inequality.
    x ≤ 2. Thus, the solution set is [2,-∞)
  • Simplify:
    36(a^2)(b^2)
  • what is x^2/3 in Radical form
  • Simplify:
    4a^6
  • Simplify:
    2a^3
  • Simplify:
    16
  • 10x=1000. Exponential or Not?
    Not Exponential Function
  • Solve for Exponential Equation.
    x=5
  • Steps in Solving Exponential Equation
    1. Same Base 2. Equate Exponent 3. Solve for x
  • Simplify:
    4,096
  • Simplify:
    1
  • is an example of what?
    Exponential Inequalities
  • Fill in the blanks. Exponential Function is defined as the function in the form of f(x)=___, where b__0, b≠__
    b^x , > , 1
  • solve the exponential inequality
    Thus, the solution set is (4, ∞)
  • Simplify:
    3/4 or .75
  • ______________________ is an inequality where one or both sides have a variable exponent
    Exponential Inequality
  • Choose the True Statement from the following
    c.) Exponential equation are equations with variables in exponent.
  • What is the difference of exponential Inequalities and exponential equations
    aside from their signs which is equal and inequality. in equations we are solving for 1 quantity or the value of x while, in inequality we are finding the range
  • solve the exponential equation.
    x=3