If 32 superscript 2 c baseline = 8 superscript c + 7, what is the value of c? 1 2 3 5
If 32 Superscript 2 C Baseline = 8 Superscript C + 7, What Is The Value Of C? 1 2 3 5
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If 32 Superscript 2 C Baseline = 8 Superscript C + 7, What Is The Value Of C? 1 2 3 5. Create equivalent expressions in the equation that all have equal bases. The square root of 960 is approximately 30.98.
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If 32 **superscript **2 c **baseline **= 8 **superscript **c 7 is the given **expression **then the **value **of **c **is 3. Let's try each of the given options: Create equivalent expressions in the equation that all have equal bases.
The Value Of C In The Equation 322C = 8C+7 Is 3.
The answer corresponds to option 3 in the. The square root of 960 is approximately 30.98. Create equivalent expressions in the equation that all have equal bases.
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Since the bases are the same, then two expressions are only equal if the exponents are also equal. The value of c in the equation 322c = 8c+7 is 3. The problem can be solved by expressing both sides using the same base and then equating their exponents.
If 32 **Superscript **2 C **Baseline **= 8 **Superscript **C 7 Is The Given **Expression **Then The **Value **Of **C **Is 3.
8 superscript c + 7 i.e. Let's try each of the given options: 32 superscript 2 c i.e.
This Was Found By Rewriting The Bases As Powers Of 2 And Equating The Exponents.
32^2c = 8^c + 7 to solve this equation, we need to find the value of c that makes both sides of the equation equal. Frequently asked questions (faq) what is the answer to 32^ {2c}=8^ {c+7} ? Solution the given equation is: