Solving Simultaneous With Exponential directly.

Solve 2^x + 3^y = 9 and 2^x+2 - 3^y+1 = 8.
Solving simultaneous with exponential directly can sometimes pose a serious challenge when it is not well handled or solve technically with a good understanding on how to change indices to logarithm.
Solving this kind of simultaneous equations without first replacing the exponent terms first calls for a great mathematical prowess
In this video, I will show and teach you how to solve simultaneous equations with exponential directly with replacing the exponents with any given letters like many mathematicians do.
The tricks and secrets of the conversion of indices to logarithms is exposed here.
I will show you how to substitute into any of the equations after solving for the first unknown carefully and use the knowledge of like terms collection wisely.
One of the best and unique way to solving exponential is what is used in solving simultaneous equation of this kind which is the aim of this video.
Watch without skipping any part of this video from the beginning to the end in order to get all that is there in.

[@portiadugbatey8395]

This really helped, thank you sir🤝

[@primmanet]

Excellent, many thanks!

[@onlineMathsTV]

Glad you liked it!

[@elongeelive563]

🙏 thank you so much sir,

[@elongeelive563]

Please sir can you do another video of this same problem but this eliminate the x variable first we are facing it challenging to arrive at the same answer

[@toyosibabatunde4611]

What if it y-1

[@mohammediddrisu3503]

Please I have a question sir

[@PapiKg]

Ask

[@DaWaffleDog]

@@PapiKglmao

[@focuzentbrave-lh3xu]

Helpful though,, salute

[@onlineMathsTV]

Thanks for gaining some values from this video tutorial sir.