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Solve for vv.\newline−1−16v=19−15v-1 - 16v = 19 - 15v\newlinev=v = __

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Full solution

Q. Solve for vv.\newline−1−16v=19−15v-1 - 16v = 19 - 15v\newlinev=v = __
  1. Isolate variable and constant terms: First, let's isolate the variable terms on one side and the constant terms on the other side of the equation.\newline−1−16v+15v=19−15v+15v-1 - 16v + 15v = 19 - 15v + 15v
  2. Combine like terms: Now, combine like terms on both sides of the equation.\newline−1−16v+15v=19-1 - 16v + 15v = 19\newline−1−v=19-1 - v = 19
  3. Add 11 to isolate variable: Next, add 11 to both sides of the equation to isolate the variable term.\newline−1+1−v=19+1-1 + 1 - v = 19 + 1\newline−v=20-v = 20
  4. Multiply by −1-1 to solve: Finally, multiply both sides by −1-1 to solve for vv.\newline−v×−1=20×−1-v \times -1 = 20 \times -1\newlinev=−20v = -20

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