1. An 8-inch diameter (I.D.) pipe is filled to a depth equal to one-third of its...
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Advance Math
1. An 8-inch diameter (I.D.) pipe is filled to a depth equal toone-third of its diameter. What is the area in flow?
2. Find the area of a washer formed by two concentric circleswhose chord outside the small circle is 10 cm.
3. A goat is tied to a corner of a 30 ft by 35 ft building. Ifthe rope is 40 ft. long and the goat can reach 1 ft. farther thanthe rope length, what is the maximum area of the goat cancover?
I need solution pleaseeee
1. An 8-inch diameter (I.D.) pipe is filled to a depth equal toone-third of its diameter. What is the area in flow?
2. Find the area of a washer formed by two concentric circleswhose chord outside the small circle is 10 cm.
3. A goat is tied to a corner of a 30 ft by 35 ft building. Ifthe rope is 40 ft. long and the goat can reach 1 ft. farther thanthe rope length, what is the maximum area of the goat cancover?
I need solution pleaseeee
Answer & Explanation Solved by verified expert
4.2 Ratings (871 Votes)
1 Let be the diameter and the radius Here is a diagramWe need to calculate the blue area To do so we consider thearea of a semicircle and subtract the
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