Simplify 516⋅5−95^{16}\cdot5^{-9}5 16 ⋅5 −9

  1. Simplify 516⋅5−95^{16}\cdot5^{-9}516 ⋅5 −9
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  2. Use the Product Rule of Exponents to simplify 5^{10}\cdot5^5
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  3. Simplify 516⋅5−95^{16}\cdot5^{-9}516 ⋅5 −9 and write your answer in exponential form.
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  4. Simplify 516⋅5−95^{16}\cdot5^{-9}516 ⋅5 −9 and write your answer in exponential form.
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  5. Simplify 54⋅55^{4}\cdot5^{ }54 ⋅5 and write your answer in exponential form. (Example: 525^25 2 not 252525 ).
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  6. Solve for\[x\]. \[5^x=5^3\cdot5^8\] \[x=\]
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  7. Find the missing value for 5−5⋅5?=5125^{-5}\cdot5^?=5^{12}5^−5⋅5^?=5^12
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  8. -6+3\cdot5 blank \sqrt{16}+32\div8 which one is greater
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  9. Oh no! Max spilled his orange juice on his algebra work as he was finishing the problem below. What is a possible first step
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    2. Killer999 asked by Killer999
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  10. 6\sqrt{2}\cdot5\sqrt{14}
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