# Tutor profile: Mekenna B.

## Questions

### Subject: Pre-Calculus

Simplify: $$2*log_{(yes)}(m) + log_{(yes)}(ath) + log_{(yes)}(akes) + log_{(yes)}(sense)$$ Using the properties of logarithms with the same bases

= $$2*log_{(yes)}(m) + log_{(yes)}(ath) + log_{(yes)}(akes) + log_{(yes)}(sense)$$ = $$log_{(yes)}(m^2) + log_{(yes)}(ath) + log_{(yes)}(akes) + log_{(yes)}(sense)$$ = $$log_{(yes)}((m^2)*(ath)*(akes)) + log_{(yes)}(sense)$$ = $$log_{(yes)}((m)*(m)*(ath)*(akes)) + log_{(yes)}(sense)$$ = $$log_{(yes)}((m)*(ath)*(m)*(akes)) + log_{(yes)}(sense)$$ = $$log_{(yes)}((math)*(makes)) + log_{(yes)}(sense)$$ = $$log_{(yes)}((math)*(makes)*(sense))$$

### Subject: Geometry

Why is an axiomatic system advantageous?

Axiomatic systems allow us to hold that certain things are always true. For example, we can know that all angles in a triangle add to 180 degrees, in order to create beautiful architecture and we can know that (the number of vertices) - (the number of edges) + (the number of faces) = 2 for any 3D Shape, in order to cultivate curiosity.

### Subject: Algebra

What is the difference between Algebraic Expressions and Facial Expressions?

Algebraic Expressions have a structured set of rules and operations while Facial Expressions have a fluid tangle of emotions. Thus, with practice, Algebraic Expressions are easier to read.

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