Answer :
Lets put ti this way:
P[1st serve good & wins point] = 60% * 70% = 42% = A
P[2nd serve good & wins point] = 40% * 76% *57% = 17.328% = B
1. P[win point] = A+B = C = 59.328% <-------
2. P[1st serve good | win point ] = A/C = 42 / 59.328 = 0.707 or 70.7%
Please remember that 2nd serve come into use only if 1st serve is not good
P[1st serve good & wins point] = 60% * 70% = 42% = A
P[2nd serve good & wins point] = 40% * 76% *57% = 17.328% = B
1. P[win point] = A+B = C = 59.328% <-------
2. P[1st serve good | win point ] = A/C = 42 / 59.328 = 0.707 or 70.7%
Please remember that 2nd serve come into use only if 1st serve is not good