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Answer 1

Step-by-step explanation:

$\sf \frac {{3}^{-2} × {6}^{2} ×\sqrt {98}}{{5}^{2} × {1/25}^{1/3} × {15}^{-4/3} × {3}^{1/3}} \\ \\ \sf = \frac { {3}^{-2} × {3}^{2} × {2}^{2} × 7 × {2}^{1/2}}{{5}^{2}×{5}^{-2/3}×{5}^{-4/3} {3}^{-4}{3}× {3}^{1/3}} \\ \\ \sf \ {3}^{-2 + 2 +4/3 - 1/3 } × 7 × {2}^{1/2 }× {5}^{-2+2/3+4/3} \\ \\ \sf = {3}^{0} × 7 × \sqrt{2} × 4 × {5}^{0} \\ \\ \sf = 28\sqrt{2} \\ \\ \sf Hence\:proved$

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Answer 2

Answer:

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