Which inequality represents the sentence below two more than a number is less than 14

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Jason L.

Algebra

9 months, 4 weeks ago

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Related Question

Use the inequality symbol < to compare the expressions $3^{2}+7(4-2)$ and $14-2^{3}+20$.

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Video Transcript

in this problem we have to give the sign of inequality for the two terms, one on the left hand side which is three square plus seven times four minus two and the other on the right hand side, that's 14 minus two Q plus 20. So let's simplify the left hand side and right hand side first. So simplifying the left hand side, we observed three squares, that's nine, seven times 4. Institute that's 14. And on the right side after simplifying, we get 14 -8 plus 20. So the left hand side turns out to be 23 and the right hand side, it turns out to be 34 -8, That is 26. So we observed that the right hand side is actually greater as compared to the left hand side. So this will be the required inequality that should be added here in between these two terms on the left hand and right hand side.

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Which inequality represents the sentence below? Two more than a number is less than 14.

Question

Gauthmathier5563

Grade 11 · 2021-09-29

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Which inequality represents the sentence below? Two more than a number is less than 14.

Bella

Stanford University

Electrical engineer

Answer

X+2 < 14 is the most basic expression

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