Water flows through pipe with a velocity given by→V=(4t+x+y)^j m/s,where ^j is the unit vector in the y direction, t(>0) is in second, and x and y are in meters. The magnitude of total acceleration at the point (x,y)= (1,1) at t=2s is_____ m/s2 3

Water flows through pipe with a velocity given by→V=(4t+x+y)^j m/s,

1.	Water flows through pipe with a velocity given by→V=(4t+x+y)^j m/s,where ^j is the unit vector in the y direction, t(>0) is in second, and x and y are in meters. The magnitude of total acceleration at the point (x,y)= (1,1) at t=2s is_____ m/s2 3
Answer» Water flows through pipe with a velocity given by $\to V = (\frac{4}{t} + x + y)^j m / s$ , where $^j$ is the unit vector in the y direction, t(>0) is in second, and x and y are in meters. The magnitude of total acceleration at the point (x,y)= (1,1) at t=2s is_____ $m / s^{2}$ 3

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Water flows through pipe with a velocity given by→V=(4t+x+y)^j m/s,where ^j is the unit vector in the y direction, t(>0) is in second, and x and y are in meters. The magnitude of total acceleration at the point (x,y)= (1,1) at t=2s is_____ m/s2 3

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