CSIT Entrance Preparation MCQ Questions - Hamro CSIT

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$$\text{The points on the } y\text{-axis at distance } \sqrt{2} \text{ units from the line } x + y = 1 \text{ are}$$

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$$\text{The equation } kx^2 + xy – y^2 + 2x – y = 0 \text{ represents a pair of lines if } k =$$

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$$\text{If the direction ratios of a line are } 2, 3, -6 \text{, then its direction cosines are}$$

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$$\text{If } x\mathbf{p} + y\mathbf{q} + z\mathbf{r} = 0 \text{, vectors } \mathbf{p}, \mathbf{q}, \mathbf{r} \text{ are linearly independent if}$$

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While two dice are thrown, the probability of getting sum less than four is

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$$\lim_{x \to 0} \frac{\tan x + 4x}{x} =$$

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$$\text{If } y = \log e^{\sin(3x^2)} \text{, then } \frac{dy}{dx} =$$

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$$\text{The points of inflection of the curve } y = x^4 – 6x^2 + 8x \text{ are}$$

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$$\int_0^{\pi/2} \cos x \cdot e^{\sin x} , dx =$$

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$$\text{The estimate of } \int_1^2 x^2 , dx \text{ using the Rectangle Rule with one interval is}$$

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