Question

Find the values of the following by using logarithm (86)(0.45)

Answer 1

Answer:

38.7glo

Step-by-step explanation:

Simplifying

Simplifyingx = log(86)(0.45)

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:x = 86 * 0.45glo

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:x = 86 * 0.45gloMultiply 86 * 0.45

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:x = 86 * 0.45gloMultiply 86 * 0.45x = 38.7glo

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:x = 86 * 0.45gloMultiply 86 * 0.45x = 38.7gloSolving

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:x = 86 * 0.45gloMultiply 86 * 0.45x = 38.7gloSolvingx = 38.7glo

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:x = 86 * 0.45gloMultiply 86 * 0.45x = 38.7gloSolvingx = 38.7gloSolving for variable 'x'.

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:x = 86 * 0.45gloMultiply 86 * 0.45x = 38.7gloSolvingx = 38.7gloSolving for variable 'x'.Move all terms containing x to the left, all other terms to the right.

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:x = 86 * 0.45gloMultiply 86 * 0.45x = 38.7gloSolvingx = 38.7gloSolving for variable 'x'.Move all terms containing x to the left, all other terms to the right.Simplifying

Simplifyingx = log(86)(0.45)Reorder the terms for easier multiplication:x = 86 * 0.45gloMultiply 86 * 0.45x = 38.7gloSolvingx = 38.7gloSolving for variable 'x'.Move all terms containing x to the left, all other terms to the right.Simplifyingx = 38.7glo