An ideal (100% efficient) step-up transformer has a primary voltage $VpV_{\text{p}}$ and a primary current $IpI_{\text{p}}$ . Which option correctly compares the secondary voltage $VsV_{\text{s}}$ with $VpV_{\text{p}}$ and the secondary current $IsI_{\text{s}}$ with $IpI_{\text{p}}$ ?

Secondary voltage is greater than $VpV_{\text{p}}$ and secondary current is greater than $IpI_{\text{p}}$

Secondary voltage is greater than $VpV_{\text{p}}$ and secondary current is less than $IpI_{\text{p}}$

Secondary voltage is less than $VpV_{\text{p}}$ and secondary current is greater than $IpI_{\text{p}}$

Secondary voltage is less than $VpV_{\text{p}}$ and secondary current is less than $IpI_{\text{p}}$

Secondary voltage is greater than $VpV_{\text{p}}$ and secondary current is greater than $IpI_{\text{p}}$

Secondary voltage is greater than $VpV_{\text{p}}$ and secondary current is less than $IpI_{\text{p}}$

Secondary voltage is less than $VpV_{\text{p}}$ and secondary current is greater than $IpI_{\text{p}}$

Secondary voltage is less than $VpV_{\text{p}}$ and secondary current is less than $IpI_{\text{p}}$

4.5.6a Construction and operation of a transformer

Question 18

Markscheme

4.5.6a Construction and operation of a transformer

Question 18

Markscheme

4.5.6a Construction and operation of a transformer

Question 18

4.5.6a Construction and operation of a transformer Questions

4.5.6a Construction and operation of a transformer

Question 18

4.5.6a Construction and operation of a transformer Questions