A 6.5 foot street sign casts a 10-foot shadow while a telephone pole casts a 40-foot shadow. how tall is the telephone pole?
A 6.5 Foot Street Sign Casts A 10-Foot Shadow While A Telephone Pole Casts A 40-Foot Shadow. How Tall Is The Telephone Pole?
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A 6.5 Foot Street Sign Casts A 10-Foot Shadow While A Telephone Pole Casts A 40-Foot Shadow. How Tall Is The Telephone Pole?. What is the height (h) of the palm tree? Which of the following proportions could be used to solve the problem?
Ex 6.3, 15 A vertical pole of length 6 m casts a shadow from www.teachoo.com
Solving for x gives us x = 26 feet. A pole 3 m high has a shadow 5 m long when the shadow of a nearby building is 110 m long. Which of the following proportions could be used to solve the problem?
Set Up A Proportion Using The Shadow Lengths And Heights Of The Objects.
Learn how to use similar triangles and proportions to find the height of something tall based on its shadow length and a shorter object's height. Therefore, the height of the street sign is 15 feet. $$\frac {6.5} {10} = \frac {x} {40}$$106.5 = 40x , where 'x'.
At The Same Time, She Measured The Tree's Shadow To Be 27 Feet Long.
A flagpole casts a shadow that is 27 feet long. See examples, exercises and explanations with. Therefore, the height of the telephone pole.
Set Up A Proportion Relating The Height Of The Street Sign To Its Shadow And The Height Of The Telephone Pole To Its Shadow:
A pole 3 m high has a shadow 5 m long when the shadow of a nearby building is 110 m long. If the boy casts a shadow that is 8 feet long, how long is the building’s shadow? Therefore, we can set up the equation 6.5/10 = x/40, where x is the height of the telephone pole.
A 5.6 Foot Boy Is Standing Next To A 105 Foot Building.
H/40 = 6.5/10 cross multiply to solve for h: What is the height (h) of the palm tree? Imagine two similar triangles where the sides.
H = (6.5/10) * 40 Calculate The Height Of The.
Solving for x gives us x = 26 feet. Round your answer to the nearest foot. Crista is 5 feet tall and has measured her shadow to be 6 feet long.