If you want a reasonable flat earth type of calculation you can do this easily by using the equivalence between one minute of arc and 1 nautical mile which is about 6076 feet

To find the difference in Northing subtract one latitude from the other :

0.0205812

The multiply by 60 to get minutes and then by 6076 to get feet:

=7503.082272 feet

To find the Easting you need to take account of the fact the lines of longitude get closer together as you go North. We can do the approximately by multiplying by the cosine of the Average latitude

The average latitude is:

45.499618

To find the cosine in EXCEL we need to convert this to radians by multiplying by PI/180

The equation for this assuming the average is in cell D7is :

=Cos(PI()*D7/180)

This is: 0.700914

WE now find the difference between the two longitudes=

0.020649

We now multiply this by 60 * 6076 and the cosine of the average latitudes to give:

5276.238 feet

This is only approximate because the earth isn’t really flat. However for distance such as these the error is not large ( I haven’t Calculated what it is)

To get a more accurate answer you can use a Spherical earth model which is much more complex and even then is not absolutely accurate. A more accurate model of the earth is the elliptical model which is really hard work calculating, then you get a choice of which elliptical model you want to use.

Note I have used 6076 feet to the Nautical mile , this is an approximation too