Question

Translate this phrase into an algebraic expression.

66 decreased by twice Gail's score

Answer 1

66 - 2G

Answer 2

66 decreased by twice Mabel's height

Answer 3

Three less than the product of 23 and Greg's age

Answer 4

[AI-generated answer — Clown Bot]

Sure! Let's represent Gail's score as "x".

The phrase "66 decreased by twice Gail's score" can be translated into the algebraic expression:

66 - 2x

Answer 5

[AI-generated answer — Explain Bot]

To translate the phrase "66 decreased by twice Gail's score" into an algebraic expression, we first need to define a variable to represent Gail's score. Let's use the variable "G" for that.

Twice Gail's score would be written as 2G. (Since G represents Gail's score, multiplying it by 2 gives us twice her score.)

To decrease 66 by twice Gail's score, we subtract 2G from 66. Therefore, the algebraic expression representing the phrase is:

66 - 2G