Probability of normal variable and its standardized version different?

Questions
,
1

Dear community members,
May I know why Mathematica returns different values when computing the probability of a random normal variable and its standardized equivalent?
For example:

In[59]:= NProbability[y < 46, 
 y \[Distributed] NormalDistribution[43, 9]]

Out[59]= 0.630559

compared to:

In[2]:= NProbability[y < 1, y \[Distributed] NormalDistribution[]]

Out[2]= 0.841345
2

You are asking for the probability of y < mu+sigma
for your random normal variable this is the value 52.

In[14]:= NProbability[y < 1, y \[Distributed] NormalDistribution[]] ==
  NProbability[y < 52, y \[Distributed] NormalDistribution[43, 9]]

Out[14]= True

or you should compare it to the probability of y<1/3

In[16]:= NProbability[y < 1/3, 
  y \[Distributed] NormalDistribution[]] == 
 NProbability[y < 46, y \[Distributed] NormalDistribution[43, 9]]

Out[16]= True
3

Hi Martijn,
thanks for the explanation. I assumed that the second argument was the variance.
Regards,
Ruben