Was wondering if someone could check my work.

q) Using KMAP write out the minimal SOP Sum of Products m(1,3,4,5,9,10,11,14,) + d(0)

My solution: w~xy + x~z + ~w~y

q2) Using KMAP write out the minimal Product of Sums equation \pi(3,4,5,7,8,12) + d(13)

My solution: (~w + ~x + y) (w + ~z) (w + x + ~y)


Thanks in advance.. You all are always very helpful.

 

Nope, without seeing what you did, we can't verify if you did it correctly. Provide a picture of your K-maps and groupings and we can...

 

Oh. Sorry about that!

SOP



POS

 

Any idea? I'm about 91% sure I'm correct lol.

 

Your expression doesn't match with the K-maps you posted, did you make the K-maps, our did you derive the function from the K-map?

Also, you should always list what the order of the variables is.

 

Your expression doesn't match with the K-maps you posted, did you make the K-maps, our did you derive the function from the K-map?

Also, you should always list what the order of the variables is.

I used groupings to get the minimized function on the K-Map. What do you mean? I didn't make the K-MAPS they were already made, I just circled groupings for each and then put that corresponding term. Also, they are in order so I'm not quite sure what you are talking about? WX / YZ = x1,x2/x3,x4 essentially. So what do you mean exactly?

 

Your expression doesn't match with the K-maps you posted, did you make the K-maps, our did you derive the function from the K-map?

Also, you should always list what the order of the variables is.

'

Tshuck I'm an idiot. I wrote the previous questions out wrong when I was telling you all because I read the column rows incorrectly. Thanks for pointing that out. As far as the grouping and terms I got.. Is that correct? Im going to edit my very first post right now so it will be clear what the question is stating, even know it;s visual

 

Was wondering if someone could check my work.

q) Using KMAP write out the minimal SOP Sum of Products m(1,3,4,5,9,10,11,14,) + d(0)

My solution: w~xy + x~z + ~w~y

q2) Using KMAP write out the minimal Product of Sums equation \pi(3,4,5,7,8,12) + d(13)

My solution: (~w + ~x + y) (w + ~z) (w + x + ~y)


Thanks in advance.. You all are always very helpful.

What is this "+d(0)" and "+d(13)" that you have in there?

Be explicit about your mappings -- don't assume that people that normally read left-to-right are going to assume the same mappings as people that normally read right-to-left.

One simple way to do it, which usually works fine, is something like this:

m => msb {wxyz} lsb

 

What is this "+d(0)" and "+d(13)" that you have in there?

Don't care terms

Be explicit about your mappings -- don't assume that people that normally read left-to-right are going to assume the same mappings as people that normally read right-to-left.

One simple way to do it, which usually works fine, is something like this:

m => msb {wxyz} lsb

I usually write it as m(W,X,Y,Z) = 1,2,3,4,5, etc.

 

So is there anyone here who knows if my answer is correct? lol

 

My solution: w~xy + x~z + ~w~y

That is correct.

My solution: (~w + ~x + y) (w + ~z) (w + x + ~y)

I would say you should check this one again...

 

So is there anyone here who knows if my answer is correct? lol

You could always check it yourself by writing out the truth table for the function you end up with and comparing it with the original...

 

What other grouping could I possibly make though? I don't understand

 

What other grouping could I possibly make though? I don't understand

It isn't the grouping, it's the interpretation of it.

 

Editing. Be right back

 

(~w + ~x + y) (w + ~z) (w + x + ~y)

(w + x + y!).(x! + y! + z).(y + z)

These aren't even the same values...

EDIT:Looks like you realized this as I was posting....

 

So is there anyone here who knows if my answer is correct? lol

I'm not going to bother even looking until you specify your mappings.

 

It isn't the grouping, it's the interpretation of it.

Sorry was looking at the wrong problem for a second...But I am completely lost on what you mean

 

Sorry was looking at the wrong problem for a second...But I am completely lost on what you mean

What expression do you get from

You got

(~w + ~x + y) (w + ~z) (w + x + ~y)

 

I'm not going to bother even looking until you specify your mappings.

What? WX is my columns and YZ is the rows...