101 Ecology:
Movement and change, two important topics involved in studying nature,
are found in all aspects of ocean ecology: the tidal level, the height
of waves, currents, water temperature, and salinity. This episode challenges
students to: Consider the earth as a contained environment. Understand
that math is necessary to follow change over time, by using the ocean
as an example. Monitor an aquarium in the same way the Earth's environment
is monitored.
102 Aquariums:
math is involved in several areas of aquarium maintenance, ranging from
calculating the amount of time needed to fill a tank, to determining
how many fish can live in an aquarium at the same time. Your students
will gain an understanding of the math and science involved in keeping
fish in captivity, whether it be in a commercial setting such as a zoo,
or at home or school. This episode challenges students to: Compute the
volume of a given container. Graph and interpret pH scales and other
water chemistry values. Compute flow rates for aquarium filters. Calculate
the costs for purchasing and maintaining an aquarium.
103 Fisheries:
if your students have ever eaten fish, the science of fish biology has
affected them. This lesson helps students understand how math is involved
in fishery activities. Investigate open-ended problems associated with
fisheries. Collect and analyze fishery data. Calculate the economics
of fishery enterprises. Calculate the energy needs of fish.
104 Currents:
to better understand ocean currents, this lesson exposes your students
to real-world uses of measurement, mapping exercises, and able interpretation.
Use ratios to determine the amount of line needed for fish traps and
anchor lines. Determine the probable location of the Gulf Stream using
temperature measurements. Estimate the length of line using a body measurement.
105 Waves:
when we think of the ocean, the continuous motion of waves often comes
to mind. Waves are capable of sinking large ships, toppling oil rigs
and destroying coastal homes. Math is involved in every aspect of studying
waves, their height, speed, energy, and effect on coastal communities.
This episode challenges students to: Use distance/rate/time formulas
to determine the speed of a storm. Construct and solve equations relating
to water depth. Use wavelength and wave period to determine the speed
of waves.
106 Coastal Geography:
Student see how geologists, marine scientists, and engineers use graphing
concepts such as slope, rise, and run to assess the risks and potential
costs associated with living near a body of water. This episode challenges
students to: Compute slope in order to determine the rising water levels
in a flood plain. Measure the elevation and distance of a river from
a particular location on a map. Use a cost/benefit analysis to influence
decisions related to beach re-nourishment.
107 Navigation:
Students will use mathematical techniques to navigate and plot courses
in the seemingly endless ocean. They will use basic navigational techniques
to determine course direction. Measure distance using dividers. Determine
angles using a parallel line and a compass.
108 Mollusks:
mollusks are one of the largest groups of animals on earth. By studying
the fossils of them, scientists have developed a better understanding
of the ebb and flow of life on earth. Math plays important role in recording
fossils which are studied to uncover the reasons for mass extinction
that took place during prehistoric times. This episode challenges students
to: Interpret charts and tables to determine the levels of tides. Compute
the amount of water a clam could pump through its gills in one day.
Analyze extinction data.
109 Crabs:
While learning about a variety of crabs, your students will use statistics
and graphs to discover patters of, and make predictions about crab behavior.
This episode challenges students to: Identify three different types
of crabs. Describe how different crabs adapt to their ecological niche.
Graph patterns related to crab behavior.
110 Turtles:
biologists use estimation, statistics, and other mathematical concepts
to study the turtles and help give them a fighting chance for survival.
Graph data on the location of turtle nests, compute the growth rate
of turtles, and use data on nest locations to make precautionary recommendations
to beachfront developers who may inadvertently harm turtle nests. Compute
the growth rate of turtles.
111 Whales:
In order to help preserve the whale population, marine biologists study
the mammoth creature using mathematics to make estimates of population,
migration patterns, and food consumption. Use body weight of a whale
to compute total food consumption. Compute the area of a whale-watching
location used by cruise ships.
112 Sharks:
gain insight into what makes sharks the fierce predators they are and
how they, like us, must deal with mathematical principles which work
against them. Manipulate probability statistics relating to human encounters
with sharks, determine the age of a shark by using growth rate. Predict
how many offspring a shark is capable of producing. Interpret charts
of buoyancy to determine whether an object will sink or float in a liquid.