Answer
See the picture.
Work Step by Step
$P(x)=p(1-p)^{x-1}$
$P(1)=0.524\times0.476^0=0.524$
$P(2)=0.524\times0.476^1=0.2494$
$P(3)=0.524\times0.476^2=0.1187$
$P(4)=0.524\times0.476^3=0.05651$
$P(5)=0.524\times0.476^4=0.02690$
$P(6)=0.524\times0.476^5=0.01280$
$P(7)=0.524\times0.476^6=0.006094$
$P(8)=0.524\times0.476^7=0.002901$
$P(9)=0.524\times0.476^8=0.001381$
$P(10)=0.524\times0.476^9=0.0006573$
