Question

. (95) John lives 3.5 miles north and 3.5 miles west of a pizzeria that delivers for 5 miles in any direction. The pizzeria will be moving to a new location 3 miles to the south but will increase its delivery range by a factor of 1.5. From its original location, did the pizzeria deliver to John's house? From its new location, will the pizzeria deliver to John's house? Explain

          . (95) John lives 3.5 miles north and
3.5 miles west of a pizzeria that delivers
for 5 miles in any direction. The pizzeria
will be moving to a new location 3 miles
to the south but will increase its delivery
range by a factor of 1.5. From its original
location, did the pizzeria deliver to John's
house? From its new location, will the
pizzeria deliver to John's house? Explain

. (95) John lives 3.5 miles north and
3.5 miles west of a pizzeria that delivers
for 5 miles in any direction. The pizzeria
will be moving to a new location 3 miles
to the south but will increase its delivery
range by a factor of 1.5. From its original
location, did the pizzeria deliver to John's
house? From its new location, will the
pizzeria deliver to John's house? Explain

Added by Wesley A.

Geometry A Common Core Curriculum

Ron Larson, Laurie Boswell 1st Edition

Instant Answer

Solved by Expert James Kiss

Step 1

John lives 3.5 miles north and 3.5 miles west of the original pizzeria location. This means that John's house is located at a distance of 3.5 miles north and 3.5 miles west from the original pizzeria. Show more…

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please complete the attached problem. (95) John lives 3.5 miles north and 3.5 miles west of a pizzeria that delivers for 5 miles in any direction. The pizzeria will be moving to a new location 3 miles to the south but will increase its delivery range by a factor of 1.5. From its original location; did the pizzeria deliver to John's house? From its new location, will the pizzeria deliver to John's house? Explain