solve5+13e^4-x/7+1=11

Question

e is the special number 2.718

solve for x. if the answer is not an integer, enter it as a decimal rounded to the nearest hundredth if needed.

Answer 1

Okay. Having a liiiiiiittle bit of trouble writing out this equation properly. See, the way you have it there, with no parentheses and no actual exponentiation to differentiate pieces of the equation, it reads like this:

 

5 + (13e⁴)-(x/7) + 1 = 11

 

But I'm thinking that's probably not the actual problem, since that's actually super easy to solve.

 

So it's probably more like, hmm, (5+13e)^(4-x)/7 + 1 = 11? (5+13e)^(4-x)/(7+1) = 11? (5+13e)^4-(x/7) + 1 = 11? Something like that? Once you give us the formatted answer -- and I know that the input system here doesn't do fractions, but you can put things in exponents and use parentheses to maintain the proper order of operations -- we can help you solve the problem that you're actually given, instead of what we guess to be your problem. :)