Solving Tricky Exponential Equations: Help Needed | 9^(x^2+1)=(27)^x (3)^2x

  • Thread starter aisha
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In summary, the conversation is about a person struggling with solving mathematical problems and seeking help. They attempted to change the bases of the equations and got stuck at simplifying the exponents. They received help and confirmed their answers were correct. The conversation also briefly mentions a video about a singer named Cheb Khaled.
  • #1
aisha
584
0
Tricky Need practice Help please

I don't understand these problems well I do but not these ones 9^(x^2+1)=(27)^x (3)^2x
What I have done is changed all the bases to 3 so (3^3)^(x^2+1)=(3^3) (3)^2x but I don't know what to do next I tried solving for x after simplifying the above and got to the point where the exponents simplify to x^2+3=0 not sure if this is right someone please help me these are exercise problems.
 
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  • #2
9^(x^2+1) to (3^2)^(x^2+1), not (3^3)^(x^2+1) :smile:
 
  • #3
ascky said:
9^(x^2+1) to (3^2)^(x^2+1), not (3^3)^(x^2+1) :smile:

Thanks I think I got the answer x=1/2 or x=2
 
  • #4
so are my answers for x right or wrong?
 
  • #5
They're right
 
  • #6
Aisha... did you ever go watch the video I sent you ?
the link?
 
  • #7
Tom McCurdy said:
Aisha... did you ever go watch the video I sent you ?
the link?

YEH IT WAS DISGUSTING, but that guy is only singing to this song that this real famous arabic singer sang, CHEB KHALID the song was called aisha and was in arabic and french but that skinny dude was scary lol.
 
  • #8
Gokul43201 said:
They're right
THANKS GOKU
 

Related to Solving Tricky Exponential Equations: Help Needed | 9^(x^2+1)=(27)^x (3)^2x

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