Andre says that \(10x+6\) and \(5x+11\) are equivalent because they both equal 16 when \(x\) is 1. Do you agree with Andre? Explain your reasoning.

Select all expressions that can be subtracted from \(9x\) to result in the expression \(3x+5\).

Select all the statements that are true for any value of \(x\).

Choose one of these inequalities to represent each situation or number line: \(x< 25\), \(x > 25\), \(x \leq 25\), or \(x \geq 25\).

1. The library gave a bookbag to any student who read at least 25 books over the summer. Priya read \(x\) books and got a bookbag.
2. Kiran read \(x\) books over the summer, but he did not get a bookbag.
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4.  

   

Consider the problem: A water bucket is being filled with water from a water faucet at a constant rate. When will the bucket be full?

What information would you need to be able to solve the problem?