Read a geological isotope clock
Infer a closed-system age and distinguish that age from sediment deposition.
Reconstruct Earth history, test explanations and connect observations across time and scale.
This is the course outline. Open a unit to choose a lesson; every lesson opens on its own page. Explanations and experiments live inside those lesson pages.
Teaching models make their assumptions explicit. Selected recorded evidence comes from earthquake, volcano, weather and climate sources; stellar source cards and a historical galaxy table identify their publications. Fictional specimens, prescribed interiors and calculated scenarios remain labeled separately from measurements. Public practice and completed notebooks do not establish independent mastery. The listed bounded teaching sequence and evidence workspaces are available; physical field competence requires separate observation and review.
Explore 116 lessons across Earth history, dynamic Earth, land and water, atmosphere and weather, climate, orbital geometry, and stellar and galaxy evidence. The 31 investigations connect predictions, diagrams and calculations with saved comparison captures and explanations.
Infer a closed-system age and distinguish that age from sediment deposition.
Quantify the effect of daughter loss and propose independent evidence to distinguish explanations.
Justify event order from specific contact evidence rather than height alone.
Use truncation and included fragments to place erosion in a history without inventing a time gap.
Distinguish an unknown event order from simultaneity and combine relative order with conditional age bounds.
Use several independent properties to narrow a stated mineral candidate list.
Explain an empty candidate set and propose a targeted recheck without forcing an identification.
Trace a supported formation process and identify observations needed to classify a rock.
Explain every transition in a selected route and preserve the last supported state when a step fails.
Distinguish metamorphic and igneous histories and explain why foliation is not required for metamorphism.
Calculate relative velocity component by component and distinguish speed from signed motion.
Classify local relative motion while withholding unsupported claims about subduction and hazards.
Calculate component displacements and explain what a constant-rate projection cannot establish.
Derive the distance rule from travel times and distinguish a supplied timing from an observed waveform pick.
Use station geometry and residuals to distinguish one-station distance from a compatible planar location.
Explain a rounding band, a sampled grid match and omitted sources of location uncertainty.
Distinguish event time, catalog revision and retrieval time while preserving the identity and limits of a selected record.
Use magnitude differences and exponents correctly, including reciprocal and equal-record comparisons.
Reject unsupported site-shaking and damage comparisons while proposing suitable additional evidence.
Explain decompression and volatile effects without treating the mantle as a liquid ocean.
Calculate static station changes without confusing translation with extension.
Interpret approximate and bounded event-rate summaries with overlapping intervals.
Build a sourced timeline and keep gas emission rate distinct from concentration.
Write an evidence brief without a universal threshold or eruption-date claim.
Construct a consistent water ledger and convert a basin-equivalent depth into volume.
Explain output greater than precipitation and diagnose a negative ending-storage calculation without clamping it away.
Prevent double counting of recharge and baseflow and distinguish accounting closure from verified measurements.
Calculate the signed head gradient and explain why head is neither terrain height nor depth to water.
Calculate signed Darcy flux and discharge with consistent units and interpret controlled conductivity comparisons.
Calculate a conditional advective crossing time without presenting it as a contaminant-arrival forecast.
Convert concentration and discharge to a mass rate and distinguish concentration, rate and accumulated load.
Explain why concentration timing matters and why one coincidentally correct estimate does not validate a sampling method.
State what a gauge load measures and identify additional evidence needed for erosion or intervention claims.
Justify a process interpretation from supplied observations rather than appearance alone.
Calculate piece count and surface-area ratios without claiming a weathering-rate law.
Calculate hourly rain partition while preserving event water balance.
Compare wet and dry initial conditions without changing the storm.
Defend a model comparison and identify observations needed for a field inference.
Convert pressure units and calculate hydrostatic column mass per area with explicit assumptions.
Interpret scale height and calculate a pressure-level altitude in an isothermal column.
Distinguish fixed-pressure from fixed-altitude comparisons and identify observations needed to test an atmospheric model.
Calculate relative humidity and explain why it can change while the modeled vapor mixing ratio remains fixed.
Calculate dew point and interpret its relation to air temperature under the stated liquid-water assumptions.
Diagnose RH above 100% and state what extra processes and observations are needed to predict condensation.
Calculate parcel and environmental temperatures at a shared height and distinguish a prescribed lift from a predicted trajectory.
Derive the approximate LCL and retain continuity across the change in cooling rate.
Explain a temperature-contrast sign change and identify missing physics needed for actual convection diagnostics.
Separate observation time from retrieval time and reproduce a unit conversion without inventing metadata.
Calculate RH from the two saturation pressures and interpret agreement without assuming independent measurements.
Reject unsupported zero-rainfall, pressure-gradient and climate conclusions and specify additional evidence needed.
Explain force versus velocity while distinguishing spatial pressure gradients from temporal change.
Interpret circulation cells as imperfect climatological patterns rather than fixed parcel trajectories.
Preserve UTC, field scales and meteorological wind conventions in endpoint comparisons.
Make a timed, bounded interpretation and distinguish cold-front and warm-front geometry.
Retain supported observations while identifying missing discriminating evidence.
Explain why a wind arrow alone does not determine an ocean current.
Calculate both signed contributions without treating the rule as a validated seawater equation.
Explain stable, unstable and neutral layering under the common-pressure teaching assumptions.
Report a reproducible profile difference with provenance, units and unavailable metadata.
Distinguish a density tendency from measured velocity, volume transport and heat transport.
Explain how axial orientation changes seasonal illumination without requiring a change in the Sun’s output.
Calculate a geometric projection and explain why a lower Sun spreads the same beam over a larger horizontal area.
Distinguish noon conditions from a full-day integral and interpret the model’s geometric daylight convention.
Explain model predictions while separating them from measured validation, temperature response and exact calendar forecasts.
Calculate apparent illuminated fraction while distinguishing it from the fraction of the physical lunar surface lit by the Sun.
Relate elongation to apparent illumination and explain why a single fraction does not identify the phase branch.
Use latitude, elongation and centerline offset to explain why a node or near-full phase alone is insufficient for alignment.
Write a bounded evidence claim and identify missing information needed for actual eclipse occurrence and local visibility.
Explain tangent velocity and inward acceleration, and calculate how gravitational acceleration changes with radius.
Relate circumference, speed and elapsed time to the selected orbit’s displayed position.
Calculate speed, period and gravity ratios for the same central body and explain the circular form of Kepler scaling.
Write a bounded model conclusion and specify independent observations needed to evaluate a circular approximation.
Calculate incoming, reflected, absorbed and outgoing terms without double-counting reflection or confusing flux with temperature.
Calculate equilibrium effective emitting temperature and distinguish it from mean surface temperature and a timed adjustment.
Calculate an albedo perturbation and explain why manually selected albedos do not simulate a temperature response.
Write an evidence-based scope statement and design compatible radiative and energy-storage comparisons.
Solve the surface and layer equilibrium equations while handling zero emissivity without inventing a temperature.
Check all radiative balances without double-counting absorbed surface radiation.
Calculate emission and temperature ratios while separating parameter sensitivity from real climate sensitivity.
Write a bounded mechanism claim and identify missing spectral, dynamical and observational evidence.
Calculate a reference shift and distinguish anomalies, absolute temperatures, rounding and observational uncertainty.
Calculate a per-decade endpoint change and explain how all-year fits and interval choices affect descriptive summaries.
Build a paired evidence ledger without replacing missing observations or treating concentration as emissions.
Audit a climate comparison and specify additional evidence needed for attribution and uncertainty assessment.
Calculate initial warming and stored-energy anomalies for a synthetic effective reservoir.
Use capacity and net damping to calculate response time and explain incomplete approach to equilibrium.
Calculate baseline and feedback contributions and explain the positive net-damping condition.
Calculate before-and-after removal balances and distinguish a positive anomaly from ongoing warming.
Justify a parameter diagnosis using initial rate, target and response time rather than a single curve point.
Calculate descriptive residuals and interpret long-term comparisons without treating ensemble bands as a standalone attribution test.
Explain the assessed attribution conclusion without double-counting totals or treating central zero as absence.
Audit uncertainty and scope without inventing joint distributions from marginal endpoints.
Produce a reproducible brief that states the supported human-influence conclusion and identifies limits on extrapolation.
Interpret supplied feature positions and explain what a schematic spectrum cannot establish.
Calculate residuals and use multiple features without inventing certainty or treating unreported lines as nondetections.
Calculate a shared additive correction and reject a one-offset calibration when standards disagree.
Write a bounded spectral claim and propose a discriminating next observation without claiming a verified mixture or abundance.
Calculate a peak temperature under explicit wavelength and coverage assumptions.
Calculate luminosity ratios and keep W, W/m² and per-wavelength quantities separate.
Calculate received-flux ratios and identify assumptions needed to infer distance from brightness.
Explain radius-distance degeneracy and distinguish total brightness from continuum shape.
Recover net fuel consumption and explain the electron inventory.
Calculate total released energy with a consistent electron inventory.
Calculate a conditional completion rate from deposited energy and photon demand.
Calculate accessible hydrogen and explain why energy divided by power is not a measured lifetime.
Distinguish an H-R position from a unique evolutionary stage.
Explain how shell burning can continue after central hydrogen exhaustion.
Distinguish chronological age, stage order and a conditional energy-budget duration.
Explain why hot objects can have different histories and why outcomes need more than initial mass.
Bound an element-production claim using the actual scope of spectral evidence.
Separate a conditional pathway from a unique inverse inference.
Distinguish appearance from unique distance or age.
Calculate consistent fractional shifts and distinguish them from additive instrument error.
Describe an overall relation while retaining scatter, negative velocities and historical limits.
Predict inverse slope scaling and distinguish feasibility from probability.
Defend a bounded expansion argument without circular distance evidence or unsupported age claims.
The cumulative evidence brief and fourteen public assessment cases are available below. Independent review and course-wide delivery evaluation remain separate requirements. Further field investigations and advanced models will support later study, including college geology. This sequence does not establish completion of that separate offering.
Scientific inquiry and chemistry provide optional refreshers. Every lesson is directly accessible.
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