Table 5: Spectroscopic orbital solution for AD Boo. T is the time of central primary eclipse.
Parameter Value

Adjusted quantities:

$K_{\rm p}$ (kms^-1) $106.13 \pm 0.19$

$K_{\rm s}$ (kms^-1) $124.11 \pm 0.36$

$\gamma$ (kms^-1) $-16.52 \pm 0.13$

Adopted quantities:

P (days) 2.06880704

T (HJD-2 400 000) 49311.43169

e 0.00

Derived quantities:

$M_{\rm p} \sin^3i~ {(M_{\hbox{$\odot$ }})}$ $1.4103 \pm 0.0089$

$M_{\rm s} \sin^3i~ {(M_{\hbox{$\odot$ }}})$ $1.2061 \pm 0.0056$

$a_{\rm p} \sin i$ (10⁶ km) $3.0193 \pm 0.0053$

$a_{\rm s} \sin i$ (10⁶ km) $3.5307 \pm 0.0103$

$a \sin i~ {(R_{\hbox{$\odot$ }})}$ $9.411 \pm 0.017$

Other quantities pertaining to the fit:

$N_{\rm obs}$ 124

Time span (days) 3074

$\sigma_{\rm p}$ (kms^-1) 1.63

$\sigma_{\rm s}$ (kms^-1) 3.15

**Table 5:** Spectroscopic orbital solution for AD Boo. T is the time of central primary eclipse.
Parameter	Value
Adjusted quantities:
$K_{\rm p}$ (kms^-1)	$106.13 \pm 0.19$
$K_{\rm s}$ (kms^-1)	$124.11 \pm 0.36$
$\gamma$ (kms^-1)	$-16.52 \pm 0.13$
Adopted quantities:
P (days)	2.06880704
T (HJD-2 400 000)	49311.43169
e	0.00
Derived quantities:
$M_{\rm p} \sin^3i~ {(M_{\hbox{$\odot$ }})}$	$1.4103 \pm 0.0089$
$M_{\rm s} \sin^3i~ {(M_{\hbox{$\odot$ }}})$	$1.2061 \pm 0.0056$
$a_{\rm p} \sin i$ (10⁶ km)	$3.0193 \pm 0.0053$
$a_{\rm s} \sin i$ (10⁶ km)	$3.5307 \pm 0.0103$
$a \sin i~ {(R_{\hbox{$\odot$ }})}$	$9.411 \pm 0.017$
Other quantities pertaining to the fit:
$N_{\rm obs}$	124
Time span (days)	3074
$\sigma_{\rm p}$ (kms^-1)	1.63
$\sigma_{\rm s}$ (kms^-1)	3.15

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