E_11 [1] dham/AppData/Local/Microsoft/Windows/NetCache/IE/E90SD4LT/10)_REVISION_1_(GRADE_11][1].pdf A" à \( \mid \) Ask Copilot 10 of 11 CD ou may not have access to some features. View permissions d) \( 5^{2 K} \cdot 5^{3 K}=(25)^{5} \) e) \( 3^{9+10} \cdot 3^{5}=81 \) f) \( 4^{2 y-4}=8^{y} \) Search
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Given: \(5^{2K} \cdot 5^{3K} = (25)^5\) Combine the exponents on the left side: \[5^{2K + 3K} = 5^{5K}\] Rewrite \(25\) as a power of \(5\): \[25 = 5^2\] So, \((25)^5 = (5^2)^5 = 5^{10}\) Equate the exponents: \[5K = 10\] Solve for \(K\): \[K = \frac{10}{5} Show more…
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