y=loge(x/m-sa) /r² solve
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Pretty Simple:
1. y=ln(x/m-sa)/r^2
2. Multiply both sides by r^2 to get r^2*y=ln(x/m-sa)
3. Raise e to the power of both sides to eliminate the "ln": e^(r^2*y)=x/m-sa
4. Multiply both sides by m: m*e^(r^2*y)=x-sam
5. Result can also be written as merry=x-mas, thus writing Merry Christmas.
1. y=ln(x/m-sa)/r^2
2. Multiply both sides by r^2 to get r^2*y=ln(x/m-sa)
3. Raise e to the power of both sides to eliminate the "ln": e^(r^2*y)=x/m-sa
4. Multiply both sides by m: m*e^(r^2*y)=x-sam
5. Result can also be written as merry=x-mas, thus writing Merry Christmas.
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5
This is The Required Amswer..
Merry Christmas..
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