A daylight investigation · 2026
Same Earth. Different daylight.
How does Winnipeg’s daylight change through the year? Predict, compare two dates, then explain the pattern.
2 Compare at the same tilt
Start with 23.4°. Then test 0°.
Tilt is measured from the line perpendicular to the orbit plane. The axis keeps nearly the same direction through one year.
What-if mode: hypothetical tilt calculations. At 23.4°, the readouts use NRC’s calculations for real Earth.
Distance from the Sun
152.0 million km
Only 3% change all year, and closest in January.
Try this
Not to scale
Lesson 2 · Investigation 2: Shadow Tracker
Predict first: is the noon shadow of a 1 m stick in Winnipeg longer in June or in December? By how much?
Compare the two shadows. How many times longer is December's? What does that tell you about how high the Sun climbs?
Lesson 6 · Investigation 4: Test the Distance Hypothesis
Hypothesis: "If being closer to the Sun makes summer, then Earth is closest in July." Test it.
Which date is winter in Winnipeg? Look at the graph: when does the distance line peak, and when does daylight peak? Does the evidence support or refute the hypothesis?
Lesson 7 · Investigation 5: Direct and Spread-Out Sunlight
What if Earth had no tilt? Predict what happens to Winnipeg's daylight and noon Sun through the year.
With no tilt, does the graph still rise and fall? Link it to the flashlight test: a low Sun spreads the same light over more ground.
Two dates · one controlled comparison
Read the evidence
| Evidence | 21 June | 21 December |
|---|
3 Explain the pattern
Use two numbers as evidence. Connect the daylight and noon Sun height to the hemisphere’s tilt toward or away from the Sun.
Check the explanation
The model does not predict temperature. Clouds, atmosphere, oceans and seasonal heating delays also matter.
Transfer check: what happens south of the equator?
A location at 49.9° S is as far south as Winnipeg is north. At Earth’s usual tilt, predict which date gives it more daylight. These are estimates for a latitude, not NRC calculations for a named city.