Algebraic Translation of English Phrases

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10 Questions

The algebraic translation of 'the sum of m and eight' is ______ + 8.

m

The phrase '7 minus a' can be translated to ______ - a in algebraic notation.

7

The algebraic expression for 'r exceeds by twenty' is ______ + 20.

r

The product of nine and n is written as ______n in algebraic notation.

9

The algebraic expression for 'y divided by eight' is y / ______.

8

The phrase 'twice a number' can be translated to ______x in algebraic notation.

2

The algebraic expression for 'the quotient of a number and ten' is x / ______.

10

The phrase '10 less b' can be translated to ______ - b in algebraic notation.

10

The algebraic expression for 'three fourths of a number' is ______x / 4.

3

Let ______ represent a certain number in algebraic expressions.

x

Study Notes

Translating English Phrases to Algebraic Expressions

  • The sum of m and eight translates to m + 8
  • Seven minus a translates to 7 - a
  • R exceeds by twenty translates to r + 20
  • The product of nine and n translates to 9n
  • Y divided by eight translates to y / 8
  • Twice a number translates to 2x
  • The quotient of a number and ten translates to x / 10
  • Ten less b translates to 10 - b
  • Three fourths of a number translates to ¾x

Example Translations

  • The sum of twice a number and seven translates to 2x + 7
  • The product of twelve and a number, decreased by eight translates to 12x - 8
  • Twenty more than four times a number translates to 4x + 20
  • The quotient of thrice a number and fifteen translates to 3x / 15
  • Eight times the square of a number, diminished by four translates to 8x² - 4

Translating Mathematical Symbols to English Phrases

  • 2x + 5 translates to The sum of twice a number and five
  • x - 3y translates to The difference of x and thrice y

Practice translating English phrases into algebraic expressions. Let x represent a certain number and translate phrases such as 'the sum of twice a number and seven' and 'the product of twelve and a number'. Test your skills and reinforce your understanding of algebraic translations.

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