A relation in which increase or decrease in one quantity causes a corresponding increase or decrease in the other.
inverse Proportion
Direct proportion
Ratio
Continued ratio
A relation in which one quantity increases in the same proportion by decreasing the other and vice versa
Direct proportion
inverse Proportion
Ratio
Continued ratio
What is the formula used for? (Component of ratio × Total quantity)/Sum of ratios
Percentage
Ratio
Share
Quantity
If A:B = 3:7 and B:C = 8:9, then ratio A:B:C = _________.
24:56:63
21:56:72
56:56:24
24:63:56
If x:z = 3:5 and y:z = 7:8, then ratio x:y:z = __________.
21:35:40
24:35:40
21:35:24
15:35:56
if A:B = 4:3, B:C = 5:7 and A:D = 7:9, then A:B:C:D = ___________.
140:105:147:189
140:180:135:189
140:105:147:180
140:147:105:180
Find x if : 3:x :: 9:7
21
27/7
10/3
7/3
2000 rupees are divided among Saleem, Irfan and Imran in ratio 2:3:5. What is the share of Imran?
Rs.600
Rs.1000
Rs.500
Rs.400
20 soldiers can consume a food stock in 8 days. How many soldiers will consume the same food stock in 5 days?
32
13
30
35
If 4/7 of a piece of metal weighs 27kg, find the weight of 8/9 of the same piece of metal?
35kg
13.71kg
42kg
17.35kg
If men complete one-third of the work, how much work will complete by 7 men in the same time?
35/3
3/35
5/21
7/15
Convert 72km/h into m/s.
20m/s
2m/s
200m/s
7.2m/s
Convert 30m/s into km/h.
8.33km/h
108km/h
1080km/h
18km/h
The ratio of distance to time is called__________.
speed
distance
variation
proportion
A vehicle takes 3 hours to complete the distance of 210 km. What is the speed in km/minute?
1/6km/m
3/2km/m
7/6km/m
70km/m
Which one is correct?
Time = Speed × Distance
Speed = Distance × Time
Distance = speed × Time
Time = Speed / Distance
How much time will a van take to cover a distance to 180 km with a speed of 60km/h?
3 hours
2 hours
1.5 hours
2.5 hours
A polygon in which all sides are_________- to one another is called a regular polygon.
congruent
different
parallel
perpendicular
Each angle in regular polygon is ___________.
100º
108º
120º
135º
Each angle in regular Hexagon is____________.
100º
108º
120º
135º
Each angle in regular octagon is ___________.
100º
180º
120º
135º
Sum of all angles of a pentagon is ________________.
720º
360º
540º
1084º
Sum of all angles of a Hexagon is ________________.
720º
360º
540º
1084º
Sum of all angles of an octagon is___________.
720º
360º
540º
1084º
A line that intersects the circle at any two of its points is called ___________.
Tangent
secant
arc
sector
A line is called_____________ to the circle if it intersects the circle at any one & only one point.
Tangent
secant
arc
sector
A portion of a circular region bounded by two radial segments and an arc is called____________ .
chord
secant
angle
sector
A line segment joining any two points of a circle is called______________ .
chord
angle
arc
sector
Any part or portion of the boundary of a circle is called_______________
chord
angle
arc
sector
If four are more points are such that a circle passes through all points, these points are called________ points.
Linear
Concyclic
Co-linear
cyclic
If two are more circles having the same centre & different radii are called_____________ circles.
distinct
Concyclic
Concentric
semi
Two_______________ lines are said to be parallel if they do not intersect.
coplanar
perpendicular
cyclic
Vertical
A line through the_________________ of one side of a triangle and parallel to another side bisects the third side.
parallel
midpoint
angle
perpendicular
Two lines which are parallel to the same line are___________________ to one another.
parallel
perpendicular
cyclic
Vertical
A quadrilateral in which diagonals bisect one another is a_________________.
trapezium
kite
parallelogram
None of these
In a parallelogram_____________________ angles at the end point of each side are supplementary.
Interior
exterior
alternate
corresponding
Which one regular polygon has each angle 135º.
pentagon
octagon
hexagon
heptagon
A polygon with sum of the measures of all interior angles equal to 4 right angles is______________ .
Triangle
pentagon
Hexagon
Quadrilateral
A polygon with sum of the measures of all interior angles equal to 2 right angles is____________.
Triangle
pentagon
Hexagon
Quadrilateral
A polygon with sum of the measures of all interior angles equal to 8 right angles is___________.
Triangle
pentagon
Hexagon
Quadrilateral
A polygon with sum of the measures of all interior angles equal to 6 right angles is____________.
Triangle
pentagon
Hexagon
Quadrilateral
In a rectangle the diagonals____________ .
bisect each other at right angles.
are perpendicular to each other
intersect each other at mid-point
None of these
Square is a_____________
Rectangle
Regular polygon
A quadrilateral having unequal sides
both a &b
Two lines or line segments in a plane which are neither intersecting nor parallel but they will intersect at a point when produced are called__________________ lines.
converging
coplanar
perpendicular
None of these
The word Demonstrate comes from the Latin word “Demonstratum” which means______.
to prove with the definition
to prove with certainty
to prove with given data
to prove with example
Geometric terms are accepted without definition.
Defined terms
Undefined terms
Assumptions
Propositions
Geometric terms are defined with the help of undefined terms.
Defined terms
Undefined terms
Assumptions
Propositions
Some mathematical statements are accepted without proof.
fundamental agreements
Undefined terms
Assumptions
both a &c
Statements that are defined with the help of undefined terms, defined terms, and assumptions.
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