The value of
0.325×0.325−0.175×0.175
0.325×0.325+0.175×0.175−2×0.325×0.175
​
is:

Let a=0.325 and b=0.175.
The expression given in the problem can be humanized and structurally simplified based on algebraic identities. Looking at the numerator:

Numerator=a
2
+b
2
−2ab=(a−b)
2

Looking at the denominator:

Denominator=a
2
−b
2
=(a−b)(a+b)
Now, substituting these back into the fraction:

Expression=
(a−b)(a+b)
(a−b)
2

​
=
a+b
a−b
​

Substitute the values of a and b:

a−b=0.325−0.175=0.150
a+b=0.325+0.175=0.500
Value=
0.500
0.150
​
=
50
15
​
=
10
3
​
=0.3