y2/y1 = abx2/abx1. y2/y1 = bx2/bx1 [since the a cancels in the numerator and denominator] y2/y1 = bx2-x1 [by the rules of exponents] (y2/y1)^ (1/ (x2 – x1)) = b [take the root with index x 2 – x 1
Solve the exponential equation: (¼) x = 64. Solution: Given exponential equation is: (¼) x = 64. Using the exponential rule (a/b) x = a x /b x, we get; 1 x /4 x = 4 3.
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Write exponential functions of the basic form f(x)=a⋅rˣ, either when given a table with two input-output pairs, or when given the graph of the function. If you're seeing this message, it means
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