Solve each of Algebra equations step by step: 3x-7=11

    Sure! Let's solve each of these equations step by step. 1. Solve for ( x ) in the equation ( 3x - 7 = 11 ) To isolate ( x ): [ 3x - 7 = 11 ] Add 7 to both sides: [ 3x = 11 + 7 ] [ 3x = 18 ] Now, divide both sides by 3: [ x = \frac{18}{3} = 6 ] Solution: ( x = 6 ) 2. Solve for ( y ) in the equation ( 2y + 4 = n ) To isolate ( y ): [ 2y + 4 = n ] Subtract 4 from both sides: [ 2y = n - 4 ] Now, divide both sides by 2: [ y = \frac{n - 4}{2} ] Solution: ( y = \frac{n - 4}{2} ) 3. Solve for ( x ) in the equation ( x + 5x + 6 = n ) Combine like terms: [ 6x + 6 = n ] Subtract 6 from both sides: [ 6x = n - 6 ] Now, divide both sides by 6: [ x = \frac{n - 6}{6} ] Solution: ( x = \frac{n - 6}{6} ) 4. Solve for ( x ) in the expression ( 2x + 3y + 10 ) This expression cannot be solved for a specific value as it does not equal anything (it's just an expression). If you meant to set it equal to something (e.g., ( k )), please clarify! Current State: ( 2x + 3y + 10 ) is an expression. 5. Solve for ( y ) in the equation ( y - 4x = 5 ) To isolate ( y ): [ y - 4x = 5 ] Add ( 4x ) to both sides: [ y = 5 + 4x ] Solution: ( y = 5 + 4x )    

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