Joshua and Kay are out for a walk on a rainy day. They come to the edge of a large, circular puddle that has a radius of 3 feet. Joshua is wearing boots, so he walks straight through the center of the puddle to the other side. Kay forgot to wear her boots, so she walks around the outside of the puddle to meet Joshua on the other side.

How much farther, in feet, did Kay walk than Joshua? (Use 3.14 for π.)

Question

Jamarcus Francis

Mathematics

9 February, 08:33

Joshua and Kay are out for a walk on a rainy day. They come to the edge of a large, circular puddle that has a radius of 3 feet. Joshua is wearing boots, so he walks straight through the center of the puddle to the other side. Kay forgot to wear her boots, so she walks around the outside of the puddle to meet Joshua on the other side.

How much farther, in feet, did Kay walk than Joshua? (Use 3.14 for π.)

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Answers (1)

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Lovey · Answer 1

To find the difference in distance walked between Kay and Joshua, you will subtract the circumference of half the circle and the diameter.

Joshua walked 3 x 2 = 6 feet

Kay walked approximately (3.14 x 6) / 2 or 9.42 feet

9.42-6 = 3.42 feet

Kay walked 3.42 feet further than Joshua.