Revision history - ASKSAGE: Sage Q&A Forum

I want to define \mathbb{Q}_p (\sqrt{5}) a nd \mathbb{Q}_p (\sqrt{5} \sqrt{3}) and find their valuation rings for p=7

I tried finite extension \mathbb({Q}_p I unable do it. it will also great if help me with how to define the valuation ring of that finite extension

I want to define \mathbb{Q}_p (\sqrt{5}) a nd \mathbb{Q}_p (\sqrt{5} \sqrt{3}) and find their valuation rings for p=7

I tried finite extension \mathbb({Q}_p I unable do it. it will also great if help me with how to define the valuation ring of that finite extension

I want How to define \mathbb{Q}_p (\sqrt{5}) a nd \mathbb{Q}_p $\mathbb{Q}_p(\sqrt{5})$ and $\mathbb{Q}_p (\sqrt{5} \sqrt{3}) \sqrt{3})$ and find their valuation rings for p=7 $p=7$ ?

I tried finite extension ~~\mathbb({Q}_p~~ $\mathbb({Q}_p$ I unable do it. it It will also great if help me with how to define the valuation ring of that finite ~~extension~~ extension

How to define $\mathbb{Q}_p(\sqrt{5})$ and $\mathbb{Q}_p (\sqrt{5} \sqrt{3})$ and find their valuation rings for $p=7$ ?

I tried finite extension $\mathbb({Q}_p$ I unable do it. It will also great if help me with how to define the valuation ring of that finite extension

How to define $\mathbb{Q}_p(\sqrt{5})$ and $\mathbb{Q}_p (\sqrt{5} \sqrt{3})$ and find their valuation rings for $p=7$ ?

I tried finite extension $\mathbb({Q}_p$ I unable do it. It will also great if help me with how to define the valuation ring of that finite extension

How to define $\mathbb{Q}_p(\sqrt{5})$ and $\mathbb{Q}_p (\sqrt{5} \sqrt{3})$ and find their valuation rings for $p=7$ ?

I tried finite extension $\mathbb({Q}_p$ I unable do it. It will also great if help me with how to define the valuation ring of that finite extension

Revision history [back]

I want to define \mathbb{Q}_p (\sqrt{5}) a nd \mathbb{Q}_p (\sqrt{5} \sqrt{3}) and find their valuation rings for p=7

I want to define \mathbb{Q}_p (\sqrt{5}) a nd \mathbb{Q}_p (\sqrt{5} \sqrt{3}) and find their valuation rings for p=7

I want How to define \mathbb{Q}_p (\sqrt{5}) a nd \mathbb{Q}_p Qp(√5)\mathbb{Q}_p(\sqrt{5}) and $\mathbb{Q}_p (\sqrt{5} \sqrt{3}) \sqrt{3})$ and find their valuation rings for p=7p=7p=7?

How to define Qp(√5)\mathbb{Q}_p(\sqrt{5}) and Qp(√5√3)\mathbb{Q}_p (\sqrt{5} \sqrt{3}) and find their valuation rings for p=7p=7?

How to define Qp(√5)\mathbb{Q}_p(\sqrt{5}) and Qp(√5√3)\mathbb{Q}_p (\sqrt{5} \sqrt{3}) and find their valuation rings for p=7p=7?

How to define Qp(√5)\mathbb{Q}_p(\sqrt{5}) and Qp(√5√3)\mathbb{Q}_p (\sqrt{5} \sqrt{3}) and find their valuation rings for p=7p=7?

I want How to define \mathbb{Q}_p (\sqrt{5}) a nd \mathbb{Q}_p $\mathbb{Q}_p(\sqrt{5})$ and $\mathbb{Q}_p (\sqrt{5} \sqrt{3}) \sqrt{3})$ and find their valuation rings for p=7 $p=7$ ?

How to define $\mathbb{Q}_p(\sqrt{5})$ and $\mathbb{Q}_p (\sqrt{5} \sqrt{3})$ and find their valuation rings for $p=7$ ?

How to define $\mathbb{Q}_p(\sqrt{5})$ and $\mathbb{Q}_p (\sqrt{5} \sqrt{3})$ and find their valuation rings for $p=7$ ?

How to define $\mathbb{Q}_p(\sqrt{5})$ and $\mathbb{Q}_p (\sqrt{5} \sqrt{3})$ and find their valuation rings for $p=7$ ?