A Nice Exponential Equation With Logarithms
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- Опубликовано: 9 окт 2024
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When I realized it looked too easy, I knew I had more to learn. Sure enough, right out the gate you took a non intuitive pathway to greater depth.
Just x=x³, x= ±1 but input in argurment is >0 so x=1
In ten seconds, 3logx=logx means that x=1.
I used the second method.
So x^3 = 10^log(x) = x => x^3-x = 0 => x(x-1)(x+1) = 0 => x =1 is the only real solution. Seems kinda trivial, not sure why you needed a 10 minute video for this...
This is nonsensical. 10^log(x) = x by definition.
Man ur equations looks difficult only bc u dont use ln,lg,lb... Its just a bait to click on ur video