Flagpole math problem
WebThe Height Calculator by Colonial Flag is a convenient tool that can estimate the height of flagpoles and other objects. It provides a simple interface that 1 Step-by-step … WebMar 3, 2015 · This video shows how to calculate the height of a flagpole by using its shadow length and similar triangles. Key moments. View all. Similar Triangles. Similar …
Flagpole math problem
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WebThe Flagpole Problem Solution Here's the problem: A woman standing on a hill sees a flagpole that she knows is 60 ft tall. The angle of depression to the bottom of the pole is … WebThis problem can be solved by using similar triangles. Each triangle is a right triangle. The shadow of the flag pole is the base of the triangle, and its height is the other leg. The …
WebRight triangle trigonometry can be used to solve a variety of interesting problems. This video is an example of one such word problem. If you have any questions, feel free to … WebFlagpole Problem Problem Statement My group started off this problem by measuring the height of a person and then stacking them on top of each other and finding the height of …
WebThe Height Calculator by Colonial Flag is a convenient tool that can estimate the height of flagpoles and other objects. It provides a simple interface that 1 Step-by-step Completing a task step-by-step can help ensure that it is done correctly and efficiently. 2 Get detailed step-by-step answers WebThis exercise involves a tall building, a shorter flagpole (of known height), and the shadows cast by each of the building and the pole. I am expected to assume that the ground on which the building and the flagpole are …
WebNo. of diners = 240. Portions of juice served = 4 oz. per diner. Size of juice can = 48 oz. How many cases of juice required if there are 8 cans in a case and you must buy a whole case? 2 (wrong) Perform the following food service calculation. Size of juice can = 54 oz. Portions of juice served = 6 oz. Number of cases used = 2.
WebApr 2, 2024 · 0:00 / 3:47 How tall is the Flagpole? Right Triangle Trigonometry Problem Solving 1,254 views Apr 2, 2024 7 Dislike Share Save Mr. S Math 2.23K subscribers Right triangle trigonometry can... bunny sofa chairWebClinometer Method. Estimated flagpole height : 32.6'. We first drew and labeled a diagram representing a right angled isosceles triangle. Then using the clinometer we measured everything we needed to find the height … hallie united methodist churchWebThe ratio ( or fraction) of the length of the flagpole to its shadow is equal to the ratio ( or fraction ) of the length of the picket to its shadow. . The equation would be. . length of … hallie whippleWebFeb 8, 2015 · This is a proportions question that you need to set up. If a 6 ft person casts a 24 ft long shadow, set up your equation to 6 ft. height/24 ft. shadow=height of the flagpole/48 ft. shadow. Then, you would cross … hallie whitmire twitterWebThe key to solving it is to combine the two equations we have for the length of the loop: 2x+6 = x+5+ [sq rt (x²+25)]. Now we isolate x by applying the same functions to both sides of the “=”. Subtract x: x+6 = 5+ [sq rt (x²+25)] Subtract 5: … hallie whitaker facebookWebJul 18, 2015 · Here's a simple way to tackle the problem. Blues on a flagpole can range from 0 to 10. When 0 blue is on a flagpole (which means 1 green is there), there will be ${11\choose 8}$ ways to place the greens, else there will be ${12\choose 9}$ ways to place the greens. Thus # of arrangements = $2\cdot{11\choose 8} + 9\cdot{12\choose 9}= 2310$ hallie wheeler maineWebSo if the flagpole height is x, then 2x+6 is the length of the loop. When you pull the bottom of the loop out, it makes a right triangle where the vertical side is x and the horizontal … hallie\u0027s twin in the parent trap