Question

Translate the phrase"twice the number x decreased by ten" into algebraic expression?

Answer 1

Answer:

$let \: the \: require \: number \: be \: x \\ twice \: of \: x = > 2x \\ decreased \: by \: ten \: = > 2x - 10 \\ so \: expression \\ 2x - 10$

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Answer 2

SOLUTION

TO DETERMINE

Translate the phrase into algebraic expression

" twice the number x decreased by ten "

EVALUATION

Here the phrase is

" twice the number x decreased by ten "

The given number = x

Twice the number x = 2x

Now if 2x is decreased by ten then we get the number 2x - 10

FINAL ANSWER

Hence the required algebraic expression = 2x - 10

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