What is the smallest integer that can satisfy the previous inequality

August 26, 2026Mathematics

ScanSolve AI Answer

Answer

4

3 steps

Let's find the smallest integer for the inequality $x > \frac{27}{7}$ .

Convert the fraction to a decimal to better understand its value.
$\frac{27}{7} \approx 3.857$
Interpret the inequality.
The inequality $x > \frac{27}{7}$ means that $x$ must be a number strictly greater than approximately 3.857.
Identify the smallest integer that satisfies the condition.
The integers greater than 3.857 are $4, 5, 6, \dots$ .
The smallest integer in this set is 4.

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