ππ
β
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Staggered Trains
One train leaves the station later than the other. Predict when the second train catches up!
Rate problems with a head start
π
β
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Bouncing Ball Decay
A ball loses height with every bounce. Predict the height after the 4th bounce!
Geometric sequences
πͺ
β
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Pulley Lift
Pull a rope to lift a weight. Predict how far the weight rises for every metre you pull!
Mechanical advantage & ratios
π·οΈ
β
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Better Deal
Store A takes a flat amount off. Store B takes a percentage off. Predict which final price is cheaper!
Percentages vs flat discounts
ππ°
β
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Tide Pool Drain
A tap fills the pool while a drain empties it at the same time. Predict how long until it's full β or if it ever fills at all!
Net rates (combined work)