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Convert the exponential equation in logarithmic form.\newline90=19^0 = 1

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Full solution

Q. Convert the exponential equation in logarithmic form.\newline90=19^0 = 1
  1. Identify Values: 90=19^0 = 1 Identify bb, xx, and yy. b=9b = 9 x=1x = 1 y=0y = 0
  2. Convert to Logarithmic: 90=19^0 = 1 Convert the exponential equation to logarithmic equation. Substitute b=9b=9, x=1x=1, and y=0y=0 in log⁡b(x)=y\log_b(x) = y. Logarithmic equation: log⁡9(1)=0\log_9(1) = 0
  3. Identify Missing Value: Exponential equation: 90=19^0 = 1 Logarithmic equation: extlog9(1)=0 ext{log}_9(1) = 0 Identify the missing value in ext{log}_oxed{} (1) = 0. extlog9(1)=0 ext{log}_9(1) = 0 Missing value: 99

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