Brianna walks around a triangular park, daily. The longest side of the park measures 75 yards and the shortest side measures

Question

Brianna walks around a triangular park, daily. The longest side of the park measures 75 yards
and the shortest side measures 45 yards. If she walks 3 full laps around the park, how far does she
walk in one day?

kimcuc · Answer

She  walks   540 yards  for 3 full laps around the  park   per day .      How to determine the distance  From the information given;  The longest part of the triangular park = 75 yards  The shortest part = 45 yards    Let's find the other part, using  Pythagorean theorem ;  a² = b² + c²  75² = 45² + c²  c² = 75² - 45²  Find the squares  c² = 5625 - 2025  c² = 3600  Make 'c' the subject  c = √3600  c = 60 yards    If she walks  75 + 60 + 45 yards per lap  180 yards per lap  For three laps, she walks  = 3 × 180  = 540 yards    Thus, she  walks  540 yards for 3 full laps around the  park   per day .    Learn more about  Pythagorean theorem  here:  https://brainly.com/question/654982  #SPJ1

How to determine the distance

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