[SADT] The pressure P of 1 mole of an ideal gas is increasing at a rate of 50 Pa/s and the temperature T is increasing at a rate of 0.15 K/s. Use the equation PV = 8.31T (where V is the volume of the gas) to find the rate of change of the volume when the pressure is 20000 Pa and the temperature is 320 K. 0.00027 cubic meters per second -0.27 cubic meters per second -0.00027 cubic meters per second 2.7 cubic meters per second

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Chapter1: Units, Trigonometry. And Vectors
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These are small maths. and part of same problem. Please solve both properly.
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[SADT] The pressure P of 1 mole of an ideal gas is increasing at a rate of 50 Pa/s and the temperature
Tis increasing at a rate of 0.15 K/s. Use the equation PV = 8.31T (where V is the volume of the
gas) to find the rate of change of the volume when the pressure is 20000 Pa and the temperature is
320 K.
O 0.00027 cubic meters per second
-0.27 cubic meters per second
-0.00027 cubic meters per second
2.7 cubic meters per second
Transcribed Image Text:[SADT] The pressure P of 1 mole of an ideal gas is increasing at a rate of 50 Pa/s and the temperature Tis increasing at a rate of 0.15 K/s. Use the equation PV = 8.31T (where V is the volume of the gas) to find the rate of change of the volume when the pressure is 20000 Pa and the temperature is 320 K. O 0.00027 cubic meters per second -0.27 cubic meters per second -0.00027 cubic meters per second 2.7 cubic meters per second
dw
Express
dw
and
interms of r and s, where w = x² + y?, x =r – s and y=r+ s.
dr
ds
3r and
ds
4s
5r and
3s
%3D
4rs and
4s
= 4r and
4s
||
Transcribed Image Text:dw Express dw and interms of r and s, where w = x² + y?, x =r – s and y=r+ s. dr ds 3r and ds 4s 5r and 3s %3D 4rs and 4s = 4r and 4s ||
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