Solve the Logarithmic Equation $$\log _ { 6 } t ^ { 4 } = \log _ { 6 } t ^ { 3 } - 2$$

question 7

Multiple Choice

Solve the logarithmic equation. $$\log _ { 6 } t ^ { 4 } = \log _ { 6 } t ^ { 3 } - 2$$

• A) \(\{ 36 \}\)
• B) { }
• C) \(\left\{ \frac { 1 } { 36 } \right\}\)
• D) \(\{ \sqrt [ 4 ] { 2 } \}\)

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Definitions:

Microorganisms

Very small, living organisms, usually single-celled, that can be found in all environments and can be bacteria, viruses, fungi, or protozoa.

Urine

A liquid by-product of metabolism in humans and many animals, expelled through the urinary system.

Bacteria

Microscopic, single-celled organisms that thrive in diverse environments, some of which can cause diseases.

Specimens

Samples or examples used for scientific testing or analysis.