1
GATE ME 2006
MCQ (Single Correct Answer)
+2
-0.6
Determine the correctness or otherwise of the following Assertion $$(a)$$ and the Reason$$(r).$$

Assertion(A): In a power plant working on a Rankine cycle, the regenerative feed water heating improves the efficiency of the steam turbine.

Reason(R): The regenerative feed water heating raises the average temperature of heat addition in the Rankine cycle.

A
Both $$A$$ and $$R$$ are true and $$R$$ is the correct Reason for $$A$$
B
Both $$A$$ and $$R$$ are true but $$R$$ is NOT the correct reason for $$A$$
C
Both $$A$$ and $$R$$ are false
D
$$A$$ is false but $$R$$ is true
2
GATE ME 2006
MCQ (Single Correct Answer)
+2
-0.6
A $$100$$ $$W$$ electric bulb was switched on in a $$2.5\,m \times 3m \times 3m$$ size thermally insulated room having a temperature of $${20^ \circ }C$$. The room temperature at the end of $$24$$ hours will be
A
$${321^ \circ }C$$
B
$${341^ \circ }C$$
C
$${450^ \circ }C$$
D
$${470^ \circ }C$$
3
GATE ME 2006
MCQ (Single Correct Answer)
+2
-0.6
A football was inflated to a gauge pressure of $$1$$ bar when the ambient temperature was $${15^ \circ }C$$. When the game started next day, the air temperature at the stadium was $${5^ \circ }C$$.
Assume that the volume of the football remains constant at $$2500c{m^3}$$

Gauge pressure of air to which the ball must have been originally inflated so that it would equal $$1$$ bar gauge at the stadium is

A
$$2.23$$ bar
B
$$1.94$$ bar
C
$$1.07$$ bar
D
$$1.00$$ bar
4
GATE ME 2006
MCQ (Single Correct Answer)
+2
-0.6
A football was inflated to a gauge pressure of $$1$$ bar when the ambient temperature was $${15^ \circ }C$$. When the game started next day, the air temperature at the stadium was $${5^ \circ }C$$.
Assume that the volume of the football remains constant at $$2500c{m^3}$$

The amount of heat lost by the air in the football and the gauge pressure of air in the football at the stadium respectively equal

A
$$30.6$$ $$J,$$ $$1.94$$ bar
B
$$21.8$$ $$J,$$ $$0.93$$ bar
C
$$61.1$$ $$J$$, $$1.94$$ bar
D
$$43.7$$ $$J,$$ $$0.93$$ bar
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