Week 19-21

• M^(x/P)
• M^(x+P)
• M^(x-P)
• M^(x*P)

• M^(x/P)

• M^(x+P)

• M^(x-P)

• M^(x*P)

• M^(x/P)

• M^(x+P)

• M^(x-P)

• M^(x*P)

• 0

• 1

• M

• Undefined

• 1/M^x

• M^x

• -M^x

• 1/M^{-x}

• M^{x/2}

• M^{2x}

• M^{x^2}

• M^{1/x}

Hard: Using logarithms to rearrange the following to find T:
L = P^T

• T = L / P
• T = log(P)^L

• T = log(L) / log(P)

• 1.942

• 2.33

• 3.1

• 1.492

solve the formula using Logs!

24/2 = 19^x + 3

• 0.819

• 0.491

• 0.741

• 0.919

if the value we are looking for is an indice what do we use to find the answer?

Example: 24 = 4^T we want to find T

• Logs

• branches

• addition

• Cheese