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Cards (26)
solution
1. +
10
2.
10-6
3.
L
ما
Range of
3rd
side
3rd side
4k
less than
16
possible third size
15
6
7
8.153
Sol
1. 8+13=
21
2.
13-85
possibly
₤4
7
8
9
Triangle
Inequality
Theorem
4
x
5
+
4
The measurement of the missing side
must be
greater
than
1
unit and less than units to satisfy the theorem
The measurement of the missing side
must be greather than
34
units and less than
60
units
82551
52
35
12
12
1. + 10
Perform
addition
of 1 and
10
10
-
6
Perform
subtraction
of 6 from
10
Triangle
Inequalities
Theorem
Inequalities
in one
triangle
Relationship of the
sides
of a
triangle
Relationship of
side
and its
opposite angle
Relationship of the angle and its
opposite side
Relationship of the
exterior
angle and its
remote interior angles
Triangle Inequality Theorem
The sum of the
lengths
of any two sides of a triangle is
greater
than the length of the third side
Triangle Inequality Theorem
s1 + s2 > s3
If one side of a triangle is longer than a second side
The angle opposite the first side is larger than the angle opposite the second side
If one angle of a triangle is larger than a second angle
The
side
opposite
the
first
angle
is
longer
than
the
side opposite
the
second
angle
The angle
opposite
the shortest side is the
smallest
angle
Exterior Angle Inequality Theorem
The measure of an exterior angle of a triangle is
greater
than the measures of either
remote
interior angle
If two sides of a triangle are congruent to two sides of another triangle, but their included angles are not
The longer side is opposite the larger angle
Addition
Combining
two
numbers to get a
larger
number
Subtraction
Finding the
difference
between two numbers, which can be
positive
or negative
Correct
subtraction
order
Subtract the
second
number from the
first
number