If \(f(x)=\sqrt{x+12}\) then \(f\left(x^{2}+4\right)\) is equal to?
Explanation
Replace x in f(x) with \(x^{2}+4\) we get \(\sqrt{x^{2}+16}\)
A beverage manufacturer would like to test the reliability of two processes for manufacturing orange juice and apple cider, respectively. A review of the orange juice manufacturing process found that 10% of the bottles are underfilled. A review of the apple cider manufacturing process found that 15% of the bottles are underfilled.
Orange Juice | Apple Cider | |
Probability of under-fill | 0.10 | 0.15 |
If two cans are selected at random (one from each process), what is the probability of selecting one under filled orange juice bottle and one under filled apple cider bottle?