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The answer is log2(27) Explanation: To solve this problem we need the inverse operation of exponents: logarithms. If 2 raised to some ...

2025年1月21日 · To solve the exponential equation 9x = 27, we'll follow these steps: Express Both Sides with the Same Base: Recognize that both 9 and 27 can be expressed as powers of 3. We know that 9 = 32 and 27 = 33. Rewrite the Equation Using These Powers: Rewrite 9x as (32)x, which simplifies to 32x. So, the equation becomes 32x = 33. Equate the Exponents:

2016年10月25日 · The solution to the** exponential equation **9ˣ = 27 is x ≈ 3/2. To solve the exponential equation 9ˣ = 27, we can take the logarithm of both sides with the same base. In this case, we can use the **logarithm **base 9 or logarithm base 3. Using logarithm base 9: log₉ ( 9ˣ ) = log₉ ( 27 ) x = log₉ ( 27 )

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What is the answer to 9^x=27 ?

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2014年4月30日 · To solve the equation , we need to express both sides with the same base. We can rewrite 9 and 27 using base 3: This method relies on the properties of exponents, which …

9^x = 27 solve the exponential equation by expressing each side as a power of the same base and then equating the exponents.

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