Answer:
b
Step-by-step explanation:
With so many question of statistics I had to go looking for a Z table.
Ok so in order to know an accurate percentage in a normal distribution you calculate Z:
[tex]z = (x - mean) \div (st \: dev)[/tex]
Z = (65 - 70)/7.5 = - 0.667
Then you enter Z in a Z-Table (there are many Z-table so be careful how you use it)
And the probability for a Z of - 0.667 is ~25%