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Find the temperature of the liquid in Fahrenheit if the temperature of the liquid is 313°K. If the temperature of a liquid can be measured in Kelvin units as x°K or in Fahrenheit units as y°F, the relation between the two systems of measurement of temperature is given by the linear equation y = (9/5)(x - 273) + 32

Solution:

Given, the temperature of a liquid in Kelvin units is x°K

The temperature of a liquid in Fahrenheit units is y°F

The relation between the two systems of measurement of temperature is given by the linear equation y = (9/5)(x - 273) + 32

We have to find the temperature of the liquid in Fahrenheit if the temperature of the liquid is 313°K.

Given, x = 313°K

Substituting the value of x in the relation,

y = (9/5)(313 - 273) + 32

y = (9/5)(40) + 32

y = 9(8) + 32

y = 72 + 32

y = 104°F

Therefore, the temperature is 104°F

✦ Try This: If the temperature of a liquid can be measured in Kelvin units as x°K or in Fahrenheit units as y°F, the relation between the two systems of measurement of temperature is given by the linear equation y = (9/4)(x - 273) + 32. Find the temperature of the liquid in Fahrenheit if the temperature of the liquid is 343°K.

☛ Also Check: NCERT Solutions for Class 9 Maths Chapter 4

NCERT Exemplar Class 9 Maths Exercise 4.4 Problem 5(i)

Find the temperature of the liquid in Fahrenheit if the temperature of the liquid is 313°K. If the temperature of a liquid can be measured in Kelvin units as x°K or in Fahrenheit units as y°F, the relation between the two systems of measurement of temperature is given by the linear equation y = (9/5)(x - 273) + 32

Summary:

If the temperature of a liquid can be measured in Kelvin units as x°K or in Fahrenheit units as y°F, the relation between the two systems of measurement of temperature is given by the linear equation y = (9/5)(x - 273) + 32. The temperature of the liquid in Fahrenheit if the temperature of the liquid is 313°K is 104°F

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