Let $S=a(1.08)^{t}$ Solve for T $\frac{\ln S-\ln a}{\ln 1.08}$ B) $\frac{\ln (S-a)}{\ln 1.08}$

question 51

Multiple Choice

Let $S=a(1.08) ^{t}$
Solve for t .

• A) \(\frac{\ln S-\ln a}{\ln 1.08}\)
• B) \(\frac{\ln (S-a)}{\ln 1.08}\)
• C) \(\frac{\ln S}{\ln a}-\ln 1.08\)
• D) \(\frac{\ln S}{\ln a \ln 1.08}\)
• E) \(\frac{\ln (S / a)}{1.08}\)

---

Definitions:

Self-fulfilling Prophesy

The phenomenon where a belief or expectation leads individuals to act in ways that make that belief come true.

Expectations

are beliefs or strong assumptions about what will happen in the future or how someone should behave, often influencing people's attitudes and outcomes.

De-individuation

A psychological state where an individual loses self-awareness and self-restraint, often occurring in group settings that foster anonymity.

Social Facilitation

The tendency for people to perform differently, often better, when in the presence of others than when alone.