Ask a New Question

Question

A tree is growing at the edge of a cliff. From the tree, the angle between the base of the cliff and the base of a nearby house is 62 degrees. If the distance between the base of the cliff and the base of the house is 500 feet, how many feet tall is the cliff?
13 years ago

Answers

Steve
Assuming the cliff is vertical and of height h feet, we have

500/h = tan 62° = 1.88
h = 265.85 or 266
13 years ago

Related Questions

You are on the edge of being banned from this website. Your IP address has been noted and will be re... I have 2 tree's the young tree is 5 meter's high and has a shadow of 2.0 meter's. the older tree has... A tree is growing at an angle out of the ground, 15°17' from vertical. Standing 10 feet away from th... a tree growing on a hillside casts a 102-foot shadow straight down the hill. Find the vertical heigh... tree diagra probability: tree diagram with three equal parts, what is the probability, if we spin tw... Each year a growing tree adds a new ring to its section some years the ring is thicker than others w... A tree growing on a hillside casts a 121-foot shadow straight down the hill. Find the height of the... A tree growing on a slope of 13 degree to the horizontal is 14m tall. Find the length of the shadow... In a tree, a long growing season would be represented by a: narrow ring wide ring dark ring li... Left edge 36inches top edge 24 inches scale drawing 8 the poster is in the shape of a rectangle Alfr...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use