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Let AB = height of the man And, CD = Height of the pole And, BD = AE = distance between the man and the pole = 24√3 metres In right triangle AEC; tan30° = CE/AE Or, 1√3 = CE/ (24√3) Or, CE = 24 metres So, height of the pole = CE + ED = CE + AB = 24 + 1.5 = 25.5 metres
24, 72, 36, 112, 54, 162
44, 57, 81, 119, 170, 234, 311.
10 3 7 6 40 310
...120, 60, 80, 90, 180, 450
1116, 1135, 1158, 1187, 1224, 1278.
2, 4, 16, 48, 240, 1440, 10080
121, 240, 386, 555, 751, 976
120, 240, 80, 320, 60, 384
164, 141, 122, 105, 92, 80
16, 16, 32, 128, 1024, 16384
