The position of a body is performing uniform circular motion (UFC) is given as; $r = R ((1 + cos (? t)) \hat{i} + (1 + sin (? t)) \hat{j})$ Part A - The center Where is the center of the circle? Origin $R (\hat{i} + \hat{j}) R (\hat{i} ? \hat{j})$

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The position of a body is performing uniform circular motion (UFC) is given as;

r = R ((1 + cos (? t)) \hat{i} + (1 + sin (? t)) \hat{j})

Part A - The center Where is the center of the circle? Origin

R (\hat{i} + \hat{j}) R (\hat{i} ? \hat{j})

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Solution for -      The position of a body is performing uniform circular motion (UFC) is given as; r=R((1+cos(t)

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