Solve for f: f − 10 + 3f = ^{(f + 9)}/₂ + 3

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f − 10 + 3f = ^{(f + 9)}/₂ + 3 Step 1: Simplify 4f − 10 = ^{(f + 9)}/₂ + 3 Step 2: Multiply both sides by 2. (4f − 10) × 2 = ( ^{(f + 9)}/₂+ 3) × 2 8f − 20 = f + 9 + 6 Step 3: Simplify 8f − 20 = f + 15 Step 4: Add 20 to both sides. 8f − 20 + 20 = f + 15 + 20 8f = f + 35 Step 5: Subtract f from both sides. 8f − f = f − f + 35 7f = 35 Step 6: Divide both sides by 7. 7f ÷ 7 = 35 f = 5 Answer: 5

Solve for F: F − 10 + 3f = (f

Solve for F: F − 10 + 3f = ^(f