Math around Us
Patterns Everywhere
Wheres the Math?
Math in Design
Everyday Predictions
100

You see a line graph showing population over time. What does the line going upward tell you?

The population is increasing

100

A sidewalk has squares repeating every few feet. What’s that an example of?

A repeating pattern

100

You’re at a grocery store — what kind of math do you use without realizing it?

Comparing prices, adding totals, estimating cost

100

A soccer ball’s pattern of hexagons and pentagons shows what concept?

Geometry / repeating shapes

100

You check the weather and see the temperature rise by 2° every hour. What might it be after the next hour?

2° warmer than it is now

200

You see a “Buy 1, Get 1 Half Off” sign. What does that show about how price changes?

A relationship between quantities

200

You stack cups: 1 on bottom, then 2, then 3... What kind of pattern do you see?

A growing pattern

200

You’re cooking dinner — where might math sneak in?

Measuring ingredients, timing, scaling recipes

200

Street tiles form a repeating diamond pattern — what kind of math rule could describe that?

A pattern rule or sequence

200

You see gas prices go up 5¢ every day this week. What do you think will happen tomorrow if the pattern continues?

It’ll go up another 5¢

300

You fill your car with gas — the price changes every week. What’s the “variable” in this situation?

The gas price

300

The seats in a stadium increase by 5 in each row. What could describe this rule?

“Add 5 each time” or a simple formula

300

You’re on social media — what math concept helps decide what you see on your feed?

Algorithms / patterns

300

A building’s windows get taller with each floor — what kind of relationship is that?

A growing (linear) pattern

300

A new song gets 1,000 more streams each day. If it has 5,000 today, what will it likely have tomorrow?

Around 6,000 streams

400

A thermometer goes from 60°F to 70°F in an hour. What part of math tracks how things change over time?

Rate of change

400

A tile floor repeats in colors red–blue–green–red–blue–green… What’s this showing?

A repeating sequence

400

You’re filling your gas tank — what are some variable quantities?

Price per gallon, total gallons, total cost

400

An artist creates a painting with perfect symmetry. What’s that showing?

Balance / reflection / mirror symmetry

400

A store restocks 10 more shirts each morning. If they start with 30, how many after three days?

60 shirts

500

You walk up a ramp to a building. What kind of math idea describes how steep the ramp is?

Slope / Linear relationship

500

A staircase gets higher one step at a time. How is that like a line on a graph?

Each step adds a constant increase (linear growth)

500

You’re planning a trip — what math concepts are at play?

Distance, time, speed, budgeting, conversions

500

A music producer doubles the tempo of a song. What mathematical idea describes that change?

Proportion / scaling up

500

You notice your savings go up $50 each month. If you start at $200, what’s your total after four months?

$400 total