Darlene spent 20 minutes jogging and 10 minutes cycling and burned 400 calories. The next day, she did 10 minutes of jogging and 20 minutes of cycling and burned 350 calories. How many calories were burned for each minute of jogging anc how many for each minute of cycling? Provide your answer below: cycling: \( \square \) jogging:

\( y=\log _{10}6+\log _{10}x-\log _{10}y-\log _{10}z-3\log _{10}p \)

Of the valres made by a new procees, \( 10 \% \) are found to be defectire. The values are paked into boxes each containing 15 valves. Find the probability that a bux will contain at mest two defective

Simplify the complex fraction. \[ \frac{\left(\frac{x^{2}-25}{x}\right)}{\left[\frac{(x-5)^{2}}{x}\right]} \] \( \square, \quad x \neq 0 \)

Andelen 18-4ringar som tar körkort för bil ökade frân \( 30,4 \% \) âr 2011 \( 34.8 \% \) âr 2015 . Med hur mánga procent har andelen ökat?

Solve the compound inequality. \[ 3 y+3>-6 \text { or } 4 y+6 \geq 22 \] Write the solution in interval notation. If there is no solution, enter \( \varnothing \).