SOLUTION: Q:1- Solve (6)^x = x¹². [Here ^ means power].
Q:2- Write two examples of inner product space which are not Banach space.
Q:3- Prove that n n² when n >= 4 by using Mathematical
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-> SOLUTION: Q:1- Solve (6)^x = x¹². [Here ^ means power].
Q:2- Write two examples of inner product space which are not Banach space.
Q:3- Prove that n n² when n >= 4 by using Mathematical
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Question 1207195: Q:1- Solve (6)^x = x¹². [Here ^ means power].
Q:2- Write two examples of inner product space which are not Banach space.
Q:3- Prove that n n² when n >= 4 by using Mathematical Induction.
[Here >= means equal or more than] Answer by ikleyn(52794) (Show Source):
I used an online solver at the link
https://mathcracker.com/exponential-equation-calculator#results
When I printed this equation there, = , the solver said me in response
+-----------------------------------------------------------------------+
| No Exact Solution Found. |
| In this case, no solutions can be found with elementary methods, |
| but the equation has some solutions that can be found numerically: |
| 𝑥 = 1.195412 |
+-----------------------------------------------------------------------+
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Your questions are very different each one from the others and relate to different sections of Math.
I do not recommend you to pack different questions/problems in one post.
Doing this way, you work against your own interests.
Separate your problems and post them separately, one problem per post.
