Question
Doesthepoint(2, 5)satisfytheinequality2x + 3y < 20?
Answers
GPT-4o mini
To determine if the point (2, 5) satisfies the inequality \(2x + 3y < 20\), we can substitute \(x = 2\) and \(y = 5\) into the inequality.
1. Substitute the values into the inequality:
\[
2(2) + 3(5) < 20
\]
2. Calculate:
\[
4 + 15 < 20
\]
\[
19 < 20
\]
Since \(19 < 20\) is true, the point (2, 5) does satisfy the inequality \(2x + 3y < 20\).
1. Substitute the values into the inequality:
\[
2(2) + 3(5) < 20
\]
2. Calculate:
\[
4 + 15 < 20
\]
\[
19 < 20
\]
Since \(19 < 20\) is true, the point (2, 5) does satisfy the inequality \(2x + 3y < 20\).