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Solve for jj.\newlinej−10−1=0j - \frac{10}{-1} = 0\newlinej=j = _____

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Full solution

Q. Solve for jj.\newlinej−10−1=0j - \frac{10}{-1} = 0\newlinej=j = _____
  1. Isolate jj by adding 10(−1)\frac{10}{(-1)}: Add 10(−1)\frac{10}{(-1)} to both sides to isolate jj. \newlinej−10(−1)+10(−1)=0+10(−1)j - \frac{10}{(-1)} + \frac{10}{(-1)} = 0 + \frac{10}{(-1)}\newlinej=0+10(−1)j = 0 + \frac{10}{(-1)}
  2. Simplify the right side: Simplify the right side. j=0−10j = 0 - 10

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