EASY

Earn 100

Define logic and explain three types of logical reasoning.

Important Questions on Logic

MEDIUM

Mathematics>Geometry>Logic>Geometrical Deductions

The shortest distance from

P (5, 6)

to the line

2 x + y = 6

MEDIUM

Mathematics>Geometry>Logic>Geometrical Deductions

Let

α, β

be the roots of the equation

a_{1} x^{2} + 2 b_{1} x + c_{1} = 0

and

γ, δ

be the roots of

a_{2} x^{2} + 2 b_{2} x + c_{2} = 0

. If the four points

A (α, 0), B (β, 0), C (γ, 0)

and

D (δ, 0)

are such that the sum of the ratios in which

C

and

D

divide

A B

is zero, then

a_{1} c_{2} + a_{2} c_{1}

MEDIUM

Mathematics>Geometry>Logic>Geometrical Deductions

P (7, 14), Q (11, 12), and R (13, 8)

are all the same distance from the point

C (6, 7)

. Hence, the area of the circle (correct to one decimal place) that passes through

P, Q, and R

is _____ sq.units. Take

π = \frac{22}{7}

MEDIUM

Mathematics>Geometry>Logic>Geometrical Deductions

The points

A (2, 5), B (4, 19), C (14, 29), and D (12, 15)

form a rhombus.

E, F, G, and H

are the midpoints of

A B, B C, C D

and

D A

respectively. Name the shape

E F G H

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

The midpoint of

A (3, 9) and B (7, - 3)

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

(a, 1), (6, b), (7, 5) and (3, 2)

taken in order are vertices of parallelogram, then

3 a + b

MEDIUM

Mathematics>Geometry>Logic>Geometrical Deductions

The shortest distance from

P (2, 0)

to the line

y = x + 1

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

The equation

a x + b y + c = 0

(Where

a

and

b

are not both zero) is called _____equation.

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

The corners of the Great square of Pegasus are at

(- 1, 5), (3, 2), (- 4, 1), and (0, - 2)

. The Diagonals

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

Triangle

P Q R

has vertices

P (- 2, - 3), Q (2, 3), and R (6, - 3)

. The triangle

P Q R

is a/an _____ triangle.

MEDIUM

Mathematics>Geometry>Logic>Geometrical Deductions

The points

A (2, 5), B (4, 19), C (14, 29), and D (12, 15)

forms a

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

On a graph paper, three points

O (0, 0), U (22, 8)

and

V (4, 23)

are plotted. Determine the type of triangle formed.

MEDIUM

Mathematics>Geometry>Logic>Geometrical Deductions

A B C

is a triangle with vertices

A (1, 0), B (5, 9) and C (9, 0)

. The midpoints of the three sides of

A B C

are the vertices of a/an _____ triangle.

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

Find the figure from Answer Figures which will continue the series in question.

Question Image

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

In a $A B C$ , if $∠ A = ∠ C,$ then $A B =$ _____.

MEDIUM

Mathematics>Geometry>Logic>Geometrical Deductions

Question Image

The equation of the line given in the graph is

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

The graph of

2 x = 1

is a line parallel to the _____ axis.

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

The points

(3, 4)

and

(2, - 6)

are situated on the _____ of the line

3 x - 4 y - 8 = 0

MEDIUM

Mathematics>Geometry>Logic>Geometrical Deductions

The points

F (- 6, 5), G (- 4, 5), and H (- 5, 9)

form a/an _____ triangle.

EASY

Mathematics>Geometry>Logic>Geometrical Deductions

Find the midpoint of

A (14, - 2) and B (6, 11)

Define logic and explain three types of logical reasoning.

Important Questions on Logic

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