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S1 (1.2) L3 Angles.notebook September 24, 2015
Daily Practice 27.11.14
Q1. Round 81.55 to 1 decimal place
Q2. 32.144 x 50
Q3. 67.54 - 0.388
Q4. What type of angle is an angle of 1710?
Q5. 248 ÷ 400
Today we will be learning how to find missing
angles.
Angles
Types of angles:Revision of Angles
Finding missing angles examples:
1. 2.
o
Revision of AnglesDaily Practice 1.12.14
Q1) Round 234.25 to 1 decimal place
Q2) ‐15 ‐ (‐4)
Q3) 45.6 x 70
Q4) 0.002 x 0.6 Q5) 0.63 ÷ 0.07
Complete if finished
10
6
8 2
S1 (1.2) L3 Angles.notebook September 24, 2015
Today we will be continuing to learn
about angles.
Revision of Angles
Finding missing angles examples:
1. 2.
71
Revision of Angles
Revision of Angles
Finding missing angles examples:
1. 2. 3.
o
oo
o
o
o o
o
o
Revision of Angles
Daily Practice 3.12.14Questions in
context
Q1. The school is planning a field trip, there are 305 students
going and 43 seats on each bus. How many buses are needed to
take the trip?
Q3. There is room in a multi-story
car park for 17 rows of 30 cars on
each of 4 floors. How many cars
are there if the car park is full?
Q2. Bill had 77 sweets, he gave equal numbers of sweets to each of
his 8 friends, and then ate what was left. How many sweets did each
person eat?
S1 (1.2) L3 Angles.notebook September 24, 2015
Today we will be learning about alternate and
corresponding angles.
Parallel and Perpendicular lines
Parallel lines are lines that are always the same distance apart and
never meet.
Perpendicular lines are lines that meet at right angles to each other.
E.g. The wall is perpendicular
to the floor
Alternate and Corresponding Angles
Angles that are alternating are equal (Z- angles)
Angles that are corresponding are also equal (F- angles)
Both of these can be identified if you have a pair of parallel lines and
another line cutting through them.
Alternate and Corresponding Angles
Example:
Calculate the missing angles
1530
Alternate and Corresponding Angles
Copy these diagrams and fill in the missing angles for each
480
a0
1300
b0
630
c0
d0
400
1050
Today we will be learning how to find missing angles
in triangles.
S1 (1.2) L3 Angles.notebook September 24, 2015
Missing angles in triangles
The angles in a triangle add together to make 1800
Examples: Calculate the missing angles
1. 2. 3.
1130
270
??
850
430
?
Q1. Find 25% of 7000
Q2. Calculate the size of x
Q3. How far does Ben drive if he drives at a speed of 100kmph for
1 hour and 45 minutes
Q4. Simplify the ratio 14:21
Q5. What number does P represent if 3 x P - 1 = 11 ?
310
x
Daily Practice 8.12.14
Today we will be learning how to find external
and internal angles in polygons.
Homework due Wednesday
Angles in Polygons
A polygon is a closed 2D shape with straight sides.
External angleInternal angle
S1 (1.2) L3 Angles.notebook September 24, 2015
Daily Practice 10.12.14
Q1. Round 183.255 to 1 decimal place
Q2. What type of angle is an angle of 2170 ?
Q3. Solve x - 1 = 9
Q4. Find 17% of 900
Q5. Find 5/6 of 330
Today we will be learning how to measure angles in a
clockface.
Homework Due
Angles in Polygons
Calculate the internal and external angles for each of these polygons
6
7 8
9 10 12
Angles in a clock face
S1 (1.2) L3 Angles.notebook September 24, 2015
Angles in a clock face
Example:
Calculate the size of the smaller
angle between the hour and
minute hands when
the time is 4:00am/pm?
Angles in a clock face
Example 2:
Calculate the size of the smaller
angle between the hour and
minute hands when
the time is 7.30am/pm?
Daily Practice 11.12.14
Q1. What type of angle is 710 ?
Q2. 3 - 4 x 2
Q3. Round 71.224 to 1 decimal place
Q4. Write 0.6 as a fraction
Q5. 0.8 x 0.7
Daily Practice 17.12.14
20 Questions Mental Maths
Today we will be doing a check-up on angles.
S1 (1.2) L3 Angles.notebook September 24, 2015
Daily Practice 18.12.14
Q1. Round 89.66 to the nearest unit
Q2. -3 + 15
Q3. 2.4 x 300
Q4. 12 + (3 x 3)
Q5. What type of angle is 240 ?