Translating Verbal and Algebraic Expressions

Write an algebraic expression that represents:

"Eight subtracted from twice a number is negative two."

Write an algebraic expression that represents:

"The difference between double a number and four."

Write an algebraic expression that represents: "Five more than a number squared."

Write an algebraic expression that represents: "Five less than the product of a number and six is thirteen ."

Write an algebraic expression that represents:

"The quotient of a number and negative two minus nine."

Write an algebraic expression that represents:

"Sara is two years younger than twice Bobby's age."

Write an algebraic expression that represents: "Ten less than the square of a number."

Write an algebraic expression that represents: "Mark is eight years older than four times Brian's age."

Write an algebraic expression that represents: "Three increased by two times a number equals thirty-two."

Write an algebraic expression that represents: "Miley has fifteen dollars less than triple Alison."