prevalence rate

So going back to the first question about the range in terms of prevalence rate.

When, in 1994, these and others questions were included, the prevalence rate rose to 7.4 percent.

Women in the age group 25-29 are the worst affected with prevalence rates of up to 40 percent.

"Now it appears the prevalence rate is probably on the order of 1 in 200 children.

This comes after two decades of increases in the overall prevalence rate.

Prevalence rates between the two disorders do not demonstrate a strong relationship.

It has the highest prevalence rate of any municipality in the state.

The prevalence rate for women is nearly twice that for men.

The age range of the study population will enormously influence the final estimated prevalence rate.

Prevalence rates for children with and without developmental disabilities are unknown.

Women had generally higher prevalence rates than men, but the magnitude of the difference varied.

Pathological gambling has been known to a higher prevalence rate, 2:1, in men to women.

The most affected group was black women, with a prevalence rate of 48%.

"But the review of our data shows that the prevalence rate for these populations is high.

American Indians aren't the only ethnic group in the state with high prevalence rates.

Other factors concerned with study design will influence the degree to which prevalence rates may be compared across studies.

The high familial prevalence rate is most notable in male individuals.

Limited epidemiological studies have suggested prevalence rates of between 56 and 326 people per 100,000.

It is about the same prevalence rate as juvenile diabetes."

They found a one-year prevalence rate of 1.7 percent.

That's the highest prevalence rate of any ethnic group.

Prevalence rates relate to a specific point in time.

Longer term analysis still showed a reduction in the prevalence rates, but it was not as impressive.

The prevalence rates are 12.7 and 3.8 percent, respectively.

Without some idea of the denominator it is impossible to calculate a prevalence rate.