Which statement correctly determines if $k=4$ is a solution to the inequality $20 - 3k \geq 8$?

It is a solution because $8 \geq 8$ is true.

It is not a solution because $8 \geq 8$ is false.

It is a solution because $17 \geq 8$ is true.

It is not a solution because $12 \geq 8$ is false.

Is $n = 10$ a solution to the inequality $2n + 5 < 25$?

Yes, because $25 < 25$ is true.

No, because $25 < 25$ is false.

Yes, because $20 < 25$ is true.

No, because $25$ is not a solution.