Given an initial population (No) of [N] , an intrinsic rate of growth (r) of [r], and a carrying capacity (K) of [K]; what is the population after 1 year of growth?   Round all resultants at the end of a year to a whole animal!   Helpful formulas might include: Nt+1 = Nt + dN/dt dN/dt = rN      or     dN/dt = rN {(K-N) / K}

How did the Daughters of Liberty resist British policies?

How did Atlantic distance influence colonial political expectations?

Why did colonists criticize the Admiralty Courts?

What did the Sugar Act of 1764 do?

Which order correctly describes colonial urban society from lowest to highest?

What did the Proclamation of 1763 attempt to regulate?

How did colonists first justify resistance to new British taxes?

Which territorial change followed the Seven Years’ War?

What did the Quartering Act require colonies to provide?