GATE ME 2007 | GATE ME Year Wise Previous Years Questions

GATE ME 2007

MCQ (Single Correct Answer)

-0.6

A uniformly loaded propped cantilever beam and its free body diagram are shown below. The reactions are GATE ME 2007 Strength of Materials - Deflection of Beams Question 3 English

GATE ME 2007 Strength of Materials - Deflection of Beams Question 3 English

$${R_1} = {{5qL} \over 8},{R_2} = {{3qL} \over 8},M = {{q{L^2}} \over 8}$$

$${R_1} = {{3qL} \over 8},{R_2} = {{5qL} \over 8},M = {{q{L^2}} \over 8}$$

$${R_1} = {{5qL} \over 8},{R_2} = {{3qL} \over 8},M = 0$$

$${R_1} = {{3qL} \over 8},{R_2} = {{35qL} \over 8},M = 0$$

GATE ME 2007

MCQ (Single Correct Answer)

-0.6

A machine frame shown in the figure below is subjected to a horizontal force of $$600$$ $$N$$ parallel to $$Z$$-direction. GATE ME 2007 Strength of Materials - Torsion Question 3 English

GATE ME 2007 Strength of Materials - Torsion Question 3 English

The maximum principal stresses in $$MP$$a and the orientation of the corresponding principal plane in degrees are respectively

$$-32.0$$ and $$-29.52$$

$$100.0$$ and $$60.48$$

$$-32.0$$ and $$60.48$$

$$100.0$$ and $$-29.52$$

GATE ME 2007

MCQ (Single Correct Answer)

-0.6

A machine frame shown in the figure below is subjected to a horizontal force of $$600$$ $$N$$ parallel to $$Z$$-direction. GATE ME 2007 Strength of Materials - Torsion Question 4 English

GATE ME 2007 Strength of Materials - Torsion Question 4 English

The normal and shear stresses in $$MP$$a at point $$P$$ are respectively

$$67.9$$ and $$56.6$$

$$56.6$$ and $$67.9$$

$$67.9$$ and $$0.0$$

$$0.0$$ and $$56.6$$

GATE ME 2007

MCQ (Single Correct Answer)

-0.6

A disc of radius' r 'has a hole of radius 'r/2' cut-out as shown. The centroid of the remaining disc (shaded portion) at a radial distance from the centre ''O'' is GATE ME 2007 Strength of Materials - Moment of Inertia Question 4 English

GATE ME 2007 Strength of Materials - Moment of Inertia Question 4 English

$${\pi \over 2}$$

$${\pi \over 3}$$

$${\pi \over 6}$$

$${\pi \over 8}$$

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