Cross sectional area of a circular pipe having radius r meter is,
A = Πr2
Now, according to equation of continuity,
Av = constant.
Hare, v = velocity of the liquid.
Given in the question,
At radius r1 = 0.30 m , velocity , v1 = 3.40 m/s
Let, ar radius , r2 = 0.20 m, velocity is v2 .
Thus from equation of continuity,
r12v1 = r22v2
Or, 0.30×0.30×3.40 = 0.20×0.20 × v2
Or, v2 = (0.30×0.30 × 3.40 )/0.20×0.20 = 5.1 m/s
Answer : 7.65 m/s
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