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@@MrMousley Ok, we both used the same method, another viewer on here used a method with natural logarithms 👍

@@Dog-uz9hr 😊

@@reynaldopapellero6413 thank you for sharing your technique too

@@abrahammg9814 🙌

Sorry must have missed this comment, so yes it will be incorrect to say sqrt(x) + sqrt(x) = 5. If we were multiplying the bases then using the Laws of indices we can add the powers, in this case we are adding powers. So you are right it will be incorrect. Hope this makes sense , thank you 🙏

Thank you 🙏

@@Bharti-hy9wj Aww ok ,😊, maybe l should write it down for you . Also, where did you get stuck ?

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Thank you , really appreciate 🙏

Didn’t want to miss any step lol, in case someone says they don’t get it 😀

@@Zadoramaths There was no need to insert a new variable, though. You can simplify 2^(sqrt)x+2^(sqrt)x to 2(2^(sqrt)x) and then proceed.

@@user-jt9uj4ws9 Ok l see what you mean , thank you 🙏

Sure 👍, agreeing

It’s not 9x it’s 9 to the power of x

oh mb

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Well .. Yes 9 would be the answer if it was 9x but it isn't it's 9^x

Glad you liked it! Thank you 🙏

Glad you liked it, thank you 🙏

I ‘m happy you did, 🙌

Thank you 🙏

Thank you 🙏

Glad you think so!

Thanks, will do!

😅

Thanks for the visit

Thanks for the visit

Great thanks 🙏

Thanks for the visit

Thank you, I will

You are welcome! 🙏

Glad you think so , thank you 🙏

Thanks for commenting

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😀

I am glad it did 😀 thanks 🙏

Thanks for the visit

@@p3380 x=0 or 4/9 thank you 🙏

Solution in the link 🔗

Solution in the link 🔗

Thanks for the visit

Thanks for the visit

Aw! did you follow through?

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👍

Thanks 🙏

Thanks

Thanks 🙏

Thanks 🙏

Thank you , glad you followed through and you found it interesting