In a temperature scale X ice point of water is assigned a value of 20^(@) X and the boiling point of water is assigned a value of 220^(@) X . In another scale Y the ice point of water is assigned a value of - 20^(@) Y and the boiling point is given a value of 380^(@) Y. At what temperature the numerical value of temperature on both the scales will be same?

In a temperature scale X ice point of water is assigned a value of 20^

1.	In a temperature scale X ice point of water is assigned a value of 20^(@) X and the boiling point of water is assigned a value of 220^(@) X . In another scale Y the ice point of water is assigned a value of - 20^(@) Y and the boiling point is given a value of 380^(@) Y. At what temperature the numerical value of temperature on both the scales will be same?
Answer» ANSWER :`40^(@)X=40^(@)y`