Answer
Since the mass of this yo-yo is larger than the mass of the San Francisco yo-yo, the tension in the cord of this yo-yo is greater than that of the San Francisco yo-yo.
Work Step by Step
In part (e), we found that the magnitude of the acceleration is $6.53~m/s^2$
We can use Newton's Second Law to find the tension $F_T$ in the cord:
$Mg-F_T = Ma$
$F_T = Mg-Ma$
$F_T = M~(g-a)$
$F_T = (M)~(9.8~m/s^2-6.53~m/s^2)$
$F_T = (M)~(3.27~m/s^2)$
Since the mass of this yo-yo is larger than the mass of the San Francisco yo-yo, the tension in the cord of this yo-yo is greater than that of the San Francisco yo-yo.
