 An expert, for instance, may testify that the blood-staining on the jacket of the defendant is ten times more likely to be seen if the wearer of the jacket hit the victim (hypothesis \(H\)) rather than if he did not (hypothesis \(H'\)) (Aitken, Roberts, &amp; Jackson 2010, 38). If the evidence supports \(H\) more than \(H'\), the ratio would be above one, and if the evidence supports \(H'\) more than \(H\), the ratio would be below one. The greater the likelihood ratio (for values above one), the stronger the evidence in favor of \(H\) as contrasted with \(H'\). The smaller the likelihood ratio (for values below one), the stronger the evidence in favor of the competing hypothesis \(H'\) as contrasted with \(H\).