a)P=e×A×(T24−T14)=e×(2×pi×r12+2×pi×r1×L1)×(T24−T14)=125.309Wa) P = e\times A\times (T2^4 - T1^4) = e\times (2\times pi\times r1^2+2\times pi\times r1\times L1) \times (T2^4 - T1^4)=125.309 Wa)P=e×A×(T24−T14)=e×(2×pi×r12+2×pi×r1×L1)×(T24−T14)=125.309W
B)- as volume is constant
r12×L1=r22×L2r1^2\times L1 = r2^2 \times L2r12×L1=r22×L2
L2=1.25mL2 = 1.25mL2=1.25m
P2=e×(2×pi×r2×L2)×(T24−T14)=459.46P2 = e\times (2\times pi\times r2\times L2) \times (T2^4 - T1^4) = 459.46P2=e×(2×pi×r2×L2)×(T24−T14)=459.46WWW
P2P1=459.46125.309\frac{P2}{P1} = \frac{459.46}{125.309}P1P2=125.309459.46 = 3.67
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments