The figure shows an overhead view of a 0.0210 kg lemon half and two of the three horizontal forces that act on it as it is on a frictionless table. Force F→1 has a magnitude of 3.00 N and is at θ1 = 27.0∘. Force F→2 has a magnitude of 6.00 N and is at θ2 = 31.0∘. In unit-vector notation, what is the third force if the lemon half (a) is stationary, (b) has the constant velocity v→ = (12.0i^ − 13.0j^) m/s, and (c) has the varying velocity v→ = (11.0ti^ − 12.0tj^) m/s, where t is time?

The figure shows an overhead view of a 0.0210 kg lemon half and two of the three horizontal forces that act on it as it is on a frictionless table. Force F→1 has a magnitude of 3.00 N and is at θ1 = 27.0∘. Force F→2 has a magnitude of 6.00 N and is at θ2 = 31.0∘. In unit-vector notation, what is the third force if the lemon half (a) is stationary, (b) has the constant velocity v→ = (12.0i^ − 13.0j^) m/s, and (c) has the varying velocity v→ = (11.0ti^ − 12.0tj^) m/s, where t is time?

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The figure shows an overhead view of a 0.0210 k g lemon half and two of the three horizontal forces that act on it as it is on a frictionless table. Force F 1 has a magnitude of 3.00 N and is at θ 1 = 27.0 . Force F 2 has a magnitude of 6.00 N and is at θ 2 = 31.0 . In unit-vector notation, what is the third force if the lemon half (a) is stationary, (b) has the constant velocity v = ( 12.0 i ^ 13.0 j ^ ) m / s , and (c) has the varying velocity v = ( 11.0 t i ^ 12.0 t j ^ ) m / s , where t is time?

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