Question

Which equation is equivalent to mc005-1.jpg

Answer 1

Given that

 mc005-1.jpg

1. "C0" was replaced by" c^0".
2.  Dot was discarded near "1.j".

       The answer is     $mc^{5}$  -  jpg

Answer 2

Answer:

x is equal to $-\frac{3}{32}$

Step-by-step explanation:

From the above question,

They have given :

The equation $3^{-x} = 3^3x+6$ can be rearranged to find the value of x. When the equation is rearranged, the result is $-4^3x = 6$.

Dividing both sides by $-4^3$ results in x = \frac{6}{-4^3}, which can be simplified to x =$-\frac{3}{32}$. This means that x is equal to$-\frac{3}{32}$.

$3^{-x} =3^3x+6$

          $3^{-x}=3^3x+6$

          $-x = 3^3x+6$

          $-x-3^3x = 6$

          $-4^3x = 6$

          $x = \frac{6}{-4^3}$

To solve the equation $3^{-x} = 3^3x+6$ , the equation must be rearranged to put all terms that contain x on one side and all other terms on the other side. When the equation is rearranged, the result is $-4^3x$ = 6.

To isolate x, the equation is then divided by $-4^3$, resulting in x = $\frac{6}{-4^3}$. This can be simplified to x = $-\frac{3}{32}$ , which means that x is equal to $-\frac{3}{32}$.

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