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Simplify to lowest terms, if possible: (14 t^3)/(49 t^13)
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\[\huge \frac{(14 \times t^3)}{(49 \times t^{13})}\] \[\huge= \frac{(2 \times 7)}{(7 \times 7 \times t^{13-3})}\] \[\huge= \frac{(2 )}{(7 \times t^{10})} = \frac{2}{7t^{10}}\]
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