I entered the following into my calculator:
10^116.75
And from a Google Search, I landed on this:
5.623413e+116
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2What is your question precisely? What don't you understand? – saulspatz May 02 '20 at 20:53
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1$a^{\frac b c} = \sqrt[c]{a^b}$ – user12986714 May 02 '20 at 20:55
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I have computed y for y = a + bx, but want to convert the y to x. So x = value^y. – John Smith May 02 '20 at 20:55
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@user12986714, can you explain? Show me an example? – John Smith May 02 '20 at 20:55
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1@JohnSmith $y=a+bx\iff x=\frac{y-a}b$ this is what you should do if you want to convert y to x (for $y=a+bx$) – user12986714 May 02 '20 at 20:56
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What does the second equation mean? – John Smith May 02 '20 at 20:56
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Example: $8^{\frac 4 3} = \sqrt[3]{8^4} = 16$ – user12986714 May 02 '20 at 20:56
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That's just a way of writing $5.623413\cdot10^{116}$ – saulspatz May 02 '20 at 21:00
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x=y−ab = gives me a 10, not sure of how to interpret this? – John Smith May 02 '20 at 21:00
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I think it would help if you showed us more of the problem you are actually working on, because it makes no sense that after solving $y=a+bx$ you would need $x=10^y.$ Either you are using the same symbol $x$ for two different things or there's some misconception in your method. Showing the actual problem would help people say how to interpret things; as it stands we really have no way to know what this is really about. – David K May 02 '20 at 22:20
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I think it would also help if you learned to do your own MathJax formattting: https://math.stackexchange.com/help/notation – David K May 02 '20 at 22:21
1 Answers
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$10^{116.75}=$
$=10^{0.75}\cdot10^{116}=$
$=10^{\frac{3}{4}}\cdot10^{116}=$
$=\sqrt[4]{1000}\cdot10^{116}\simeq$
$\simeq5.6234132519\cdot10^{116}$
Angelo
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