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Grade upto college level Mechanics

Figure 16-27 shows the confluence of two streams to form a river. One stream has a width of 8.2 m, depth of 3.4 m, and current speed of 2.3 m/s. The other stream is 6.8 m wide, 3.2 m deep, and flows at 2.6 m/s. The width of the river is 10.7 m and the current speed is 2.9 m/s. What is its depth?
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

Profile image of Amit Saxena
11 Years agoGrade upto college level
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1 Answer

Profile image of Navjyot Kalra
11 Years ago
232-622_1.PNG
232-1171_1.PNG
Rounding off to two significant figures., the depth of the main river is 3.9 m.