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Let 
◻=x; then solve for 
x

2(◻+3v)=w-5◻

Let =x \mathbf{\square}=\mathrm{x} ; then solve for x \mathrm{x} \newline2(+3v)=w5 2(\square+3 v)=w-5 \square

Full solution

Q. Let =x \mathbf{\square}=\mathrm{x} ; then solve for x \mathrm{x} \newline2(+3v)=w5 2(\square+3 v)=w-5 \square
  1. Replace with x: Replace ◻ with x in the equation.\newline2(x+3v)=w5x2(x+3v)=w-5x
  2. Distribute 22: Distribute 22 to both terms inside the parentheses.\newline2x+6v=w5x2x + 6v = w - 5x
  3. Add xx terms: Add 5x5x to both sides to get all xx terms on one side.\newline2x+5x+6v=w2x + 5x + 6v = w

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