$\"\"$

The total area under both the normal and standard distrubutions is equal to $\"\"$ .

The both curves are continuous and symmetric with respect to the mean value.

The standard distribution has a mean of $\"\"$ and a standard deviation of $\"\"$ .

The mean and standard deviation of normal distribution could be any value.

The both curves approaches and never touches , the $\"\"$ -axis.

$\"\"$

The total area under both the normal and standard distrubutions is equal to $\"\"$ .

The both curves are continuous and symmetric with respect to the mean value.

The standard distribution has a mean of $\"\"$ and a standard deviation of $\"\"$ .

The mean and standard deviation of normal distribution could be any value.

The both curves approaches and never touches , the $\"\"$ -axis.