2. Lance walked 20 miles east and then 21 miles north to get to work. If he walked back home after work using the most direct route, how many miles would he walk on the way back? (Find the hypotenuse of the triangular path)
Answers
Answer:
29 miles
Step-by-step explanation:
Using phythagoras Theorem
Base^2+Perpendicular^2=Hypotenuse^2
hypotenuse=√(20^2+21^2)
hypotenuse=√(400+441)
hypotenuse=√841
hypotenuse=29
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Answer:
Direct route miles = 29 km or miles.
Given :
1)Lance walk 20 miles to the east side.2)After 21 miles to the north side.
TO FIND:
1) If he walked back home after work using the most direct route. how many miles would he walk on the way back ?
(Find the hypotenuse of the triangular path or with the help of pythogorus theorem.
Step-by-step explanation:
1) walk to the east = 20 miles.
2) walk to the north = 21 miles.
since find the direct route with in the form of.
1)Hypotenuse of the triangular path or
2) Using pythogorus theorem. Hypotenuse= Abjacent+opposite.
? =20^2. +21^2.
? =400. + 441.
? = √841.
Hypotenuse= 29.
Hence find the direct route of his home.