Solve the inequality Rx > 10, where R is a greater number than 0
To solve the inequality Rx > 10, where R is a greater number than 0, we need to divide both sides of the inequality by R:
Rx > 10
(Rx)/R > 10/R
x > 10/R
Since R is a greater number than 0, we know that R > 0. Therefore, when we divide a positive number (10) by a positive number (R), the result is always positive.
Hence, the solution to the inequality Rx > 10, where R is a greater number than 0, is x > 10/R, where R > 0.
To solve the inequality Rx > 10, where R is a greater number than 0, we need to divide both sides of the inequality by R.
Dividing both sides by R gives us:
Rx/R > 10/R
Simplifying:
x > 10/R
Since R is a greater number than 0, 10/R will be a positive number. Thus, dividing by R does not change the direction of the inequality.
Therefore, the solution to the inequality Rx > 10, where R is a greater number than 0, is:
x > 10/R, where R is a greater number than 0.