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For the following questions answer them individually
The number of bricks per CUM of brickwork in CM is about
200 numbers
500 numbers
700 numbers
800 numbers
The slope correction for a length of 30m along a gradient of 1 in 20, is
3.75 cm
0.375 cm
37.5 cm
2.75 cm
Both Reynolds and Froude numbers assume Significance in one of following examples:
Motion of submarine at large depths
Motion of ship in deep seas
Cruising of missile in air
Droplet formation
The flow in open channel is said to be subcritical if the Froude number is
Less than 1.0
Equal to 1.0
Greater than 1.0
Zero
An ideal vertical curveto join two gradients is
Cubic
Parabolic
Elliptical
Hyperbolic
For the differential equation dy/dx + ay = 0 with y(0) = 1, solution is
$$e^{at}$$
$$e^{-at}$$
$$ae^{-at}$$
$$e^{\sqrt -at}$$
$$y = cx - c^2$$ is a general solution of the differential equation
$$\left(\frac {dy}{dx}\right)^2 - x \left(\frac {dy}{dx}\right) + y = 0$$
$$\frac {d^2 y}{dx^2} = 0$$
$$\frac {dy}{dx} = c $$
$$\frac {d^3 y}{dx^3} = 0$$
The triangle formed by three pointsA(1, -2, -3), B(2, -3, -1), C(3, -1, -2) is
Isosceles right angled $$\triangle$$
Equilateral $$\triangle$$
Scalene $$\triangle$$
Acute $$\triangle$$
The partial differential equation $$\frac {5\delta^2z}{\delta x^2} + \frac{6\delta^2 z}{\delta y^2} = xy$$ is
Elliptic
Sinusoidal
If A is a $$3 \times 3$$ matrix and $$|A| = 3, then $$|3A|$$ is
9
27
81
243
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