Calculate the magnitude of the resultant vector given the diagram below and the following table of given values. Round your answer to 1 decimal place

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A: d1=2.5cmA1=π4d12=π42.52A1=4.9 cm2d2=4.38 cmA2=π4d22=π44.382A2=15.06 cm2d3=3.75cmA3=π43.752A3=11.04…

Q: 0 = 0.15t² → Eq. (1) ; r = 0.9 -0.121² → Eq. (

A: (-0.449 er + 0.270 e?) m/s or 0.52 m/s

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