Table 1: Subjects reaching four remission criteria, based on both MGH-SFQ^{a} and ASEX^{b}, by treatment and menopausal status.

Remission criterion

Menopausal status

Maca

Placebo

Maca/placebo relative risk^{d}

Maca/placebo odds ratio (95% CI)^{e}

Number needed to treat (NNT)^{f}

(%)^{c} remitted

(%)^{c} remitted

ASEX ≤10

Before

14

1 (7.14)

16

1 (6.25)

1.143

1.154 (0.065–20.342)

112

After

7

1 (14.29)

5

0 (0.0)

—

5.553 (0.104–295.862)

7

Total

21

2 (9.52)

21

1 (4.76)

2.000

2.105 (0.176–25.172)

21

ASEX ≤8

Before

14

0 (0.0)

16

0 (0.0)

—

—

—

After

7

0 (0.0)

5

0 (0.0)

—

—

—

Total

21

0 (0.0)

21

0 (0.0)

—

—

—

MGH-SFQ ≤12

Before

13^{h}

2 (15.38)

15^{i}

4 (26.67)

0.577

0.500 (0.075–3.316)

9 (NNH)^{g}

After

7

4 (57.14)

5

1 (20.00)

2.857

5.333 (0.375–75.779)

2

Total

20

6 (30.00)

20

4 (20.00)

1.500

1.714 (0.400–7.340)

10

MGH-SFQ ≤8

Before

14

1 (7.14)

15^{i}

1 (6.67)

1.071

1.077 (0.061–19.047)

210

After

7

1 (14.29)

5

0 (0.0)

—

5.553 (0.104–295.862)

7

Total

21

2 (9.52)

20

1 (5.00)

1.905

2.000 (0.167–23.962)

23

MGH-SFQ: Massachusetts General Hospital-Sexual Functioning Questionnaire. ^{b}ASEX: Arizona Sexual Experience Scale. ^{c}Percentages are shown to 2 decimal places, for greater accuracy in computing relative risk, odds ratio, and NNT. ^{d}Relative risk is calculated by maca % remitted/placebo % remitted. ^{e}An odds ratio is calculated by (maca % remitted/% nonremitted)/(placebo % remitted/% nonremitted). Odd ratios and their confidence intervals were obtained by entering the cell counts (number remitted/not) into a calculator available at http://www.hutchon.net/ConfidOR.htm. For values with a zero in any cell, an on-line calculator using the null hypothesis (http://www.hutchon.net/ConfidORnulhypo.htm) was used; caution is urged in interpreting these values. All odds ratio and 95% confidence interval values involving nonzero cells were confirmed against a second on-line calculator available at http://faculty.vassar.edu/lowry/odds2x2.html. The odds ratio is mathematically important but difficult to interpret. For that reason, number needed to treat (NNT) is often included as a more clinically interpretable statistic (see below). ^{f}Number needed to treat (NNT) is calculated by 1/(maca % remitters − placebo % remitters). (The conservative convention is to round up, for anything but an even whole number.) Because the odds ratio is difficult to interpret, NNT is becoming the accepted “effect size” measure for binary outcomes. It is directly interpretable as the number of people you need to treat with maca in order to have one more remitter than in the placebo group, that is, the number needed to treat to have one more person reaching the benefit criterion. A convention is emerging, where 5 is considered a “good” number, but this can vary depending on the risk/benefit and cost associated with the active treatment. ^{g}Because the remission rate is lower for maca than for placebo, results are presented as the number needed to harm (NNH), which is interpreted as the number of people you need to treat with maca in order to have one more failure to remit than in the placebo group. ^{h}One subject is not included for either MGH-SFQ remission criterion because baseline MGH-SFQ total = 8. ^{i}One subject is not included for MGH-SFQ ≤12 remission criterion because baseline MGH-SFq total = 12.