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Outdoor & Recreation
Camping
Maths problem to solve while sitting around the campfire?
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<blockquote data-quote="diggit" data-source="post: 579953" data-attributes="member: 3031"><p>Sheila lives with her teenage son, Bruce, in the countrysidea car ride away from Bruces school. Every afternoon, Sheila leaves the house at the same time, drives to the school at a constant speed, picks Bruce up exactly when his after school footie practice ends at 5 p.m., and then they immediately return home together at the same constant speed. But one day, Bruce isnt feeling well, so he leaves footie practice early and starts to head home on his portable scooter.</p><p></p><p>After Bruce has been scooting for an hour, Sheila comes across him in her car (on her usual route to pick him up), and they return together, arriving home 40 minutes earlier than they usually do. </p><p></p><p>How much footie practice did Bruce miss?</p></blockquote><p></p>
[QUOTE="diggit, post: 579953, member: 3031"] Sheila lives with her teenage son, Bruce, in the countrysidea car ride away from Bruces school. Every afternoon, Sheila leaves the house at the same time, drives to the school at a constant speed, picks Bruce up exactly when his after school footie practice ends at 5 p.m., and then they immediately return home together at the same constant speed. But one day, Bruce isnt feeling well, so he leaves footie practice early and starts to head home on his portable scooter. After Bruce has been scooting for an hour, Sheila comes across him in her car (on her usual route to pick him up), and they return together, arriving home 40 minutes earlier than they usually do. How much footie practice did Bruce miss? [/QUOTE]
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Outdoor & Recreation
Camping
Maths problem to solve while sitting around the campfire?
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