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Calculus: Math Over Time
How do you describe something that keeps changing?
Follow speed, growth and filling-up from a single moment to the whole story.
SIGN IN TO STARTSTARTRates of Change(not started)
Rates of Change
Find which two hours of a morning warmed fastest from a thermometer's readings
Sign in to startLimits and Approaching(not started)
Limits and Approaching
Make a table of a dropped ball's average speed from 1 second to 1.1 then 1.01 then 1.001 seconds
Sign in to startDerivatives as Instant Rates(not started)
Derivatives as Instant Rates
You compare shrinking time stretches on a motion graph.
Sign in to startIntegrals as Accumulation(not started)
Integrals as Accumulation
Estimate the litres a changing tap flow adds in two minutes
Sign in to startThe Fundamental Theorem of Calculus(not started)
The Fundamental Theorem of Calculus
You compare a changing flow with its running total.
Sign in to startDifferential Equations(not started)
Differential Equations
Build a growth curve from a rate rule and a starting amount
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Chaos, Turbulence, and Dynamical Systems
Pose a fluid-flow conjecture and identify what would count as evidence
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