Prove that the set Q[√3] = {a+b√3 : a, b = Q} is a field.

Question

Prove that the set  Q[√3] = {a+b√3 : a, b = Q}  is a field.​

Daisy · Answer

Answer:   Show that the set Q[√2]={a+b√2∣a,b∈Q} is a field with the usual multiplication and addition. It is easy enough to show that it is closed under ...

Charlie

A trader allows a trade discount of 20% and a cash discount of 1

6

4

% on the marked price of the

what is the diffrence in length between a 1 1/4 inch and 3/8 inch button

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Prove that the setQ[√3] = {a+b√3 : a, b = Q}is a field.​

Charlie

A trader allows a trade discount of 20% and a cash discount of 164% on the marked price of the

what is the diffrence in length between a 1 1/4 inch and 3/8 inch button

1 thought on “Prove that the set<br /><br />Q[√3] = {a+b√3 : a, b = Q}<br /><br />is a field.​”

Leave a Comment Cancel reply

Prove that the set

Q[√3] = {a+b√3 : a, b = Q}

is a field.

A trader allows a trade discount of 20% and a cash discount of 1

6

4

% on the marked price of the

1 thought on “Prove that the set<br /><br />Q[√3] = {a+b√3 : a, b = Q}<br /><br />is a field.”