Find the value of 4y-(y+3)(2+10) when y=5.

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Substitute and Calculate: Solve the first expression 4y - (y + 3) / 2 + 10 when y = 5. First, substitute y with 5 in the expression. 4y - (y + 3) / 2 + 10 becomes 4*5 - (5 + 3) / 2 + 10.Perform Operations Inside Parentheses: Perform the operations inside the parentheses. Calculate (5 + 3) to get 8. So, the expression becomes 4*5 - 8 / 2 + 10.Divide and Multiply: Divide 8 by 2. 8 / 2 equals 4. Now the expression is 4*5 - 4 + 10.Subtract and Add: Multiply 4 by 5. 4*5 equals 20. Now the expression is 20 - 4 + 10.Calculate Second Expression: Subtract 4 from 20 and then add 10. 20 - 4 equals 16, and 16 + 10 equals 26. The value of the first expression when y = 5 is 26.Multiply and Subtract: Solve the second expression (4 + 5) - (5 + 3)(2 + 10). First, perform the operations inside the parentheses. Calculate (4 + 5) to get 9 and (5 + 3) to get 8 and (2 + 10) to get 12. So, the expression becomes 9 - 8*12.Solve Third Expression: Multiply 8 by 12. 8*12 equals 96. Now the expression is 9 - 96.Combine Values: Subtract 96 from 9. 9 - 96 equals -87. The value of the second expression is -87.Subtract and Final Value: Solve the third expression 9 - 28 + 12. Simply subtract 28 from 9 and then add 12. 9 - 28 equals -19, and -19 + 12 equals -7. The value of the third expression is -7.Combine the values of the three expressions. The first expression is 26, the second is -87, and the third is -7. The combined value is 26 - 87 - 7.Subtract 87 from 26 and then subtract 7. 26 - 87 equals -61, and -61 - 7 equals -68. The final value of the combined expressions when y = 5 is -68.

Find the value of $4y - (y + 3)(2 + 10)$ when $y = 5$ .

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Find the value of 4y−(y+3)(2+10)4y - (y + 3)(2 + 10)4y−(y+3)(2+10) when y=5y = 5y=5.

Find the value of $4y - (y + 3)(2 + 10)$ when $y = 5$ .