as 1.1 starters focusing on ‘achieve’ starter a starter b starter c starter d end starter e...
TRANSCRIPT
AS 1.1 Starters Focusing on ‘Achieve’
• Starter A
• Starter B
• Starter C
• Starter D
End
• Starter E
• Starter F
• Starter G
• Starter H
1) 4m2 × 12m
2) 24e5 ÷ 6e3
3) 3p + 12w – 4p – 14w
4) (g2)4
5)
6) Expand 5(w + 3)
7) Expand w(w – 5)
8) Expand 3p(p – 4)
9) Solve 5m = 40
10) Solve 3(e + 5 ) = 45
8w
Simplify
(if possible)
Algebra AS 1.1 Starter A
Back
Solutions
1) 4m2 × 12m
2) 24e5 ÷ 6e3
3) 3p + 12w – 4p – 14w
4) (g2)4
5)
6) Expand 5(w + 3)
7) Expand w(w – 5)
8) Expand 3p(p – 4)
9) Solve 5m = 40
10) Solve 3(e + 5 ) = 45
8w
Simplify
(if possible)
Algebra AS 1.1 Starter A
Back
= 48m3
= 4e2
= -p – 2w
= g8
= w4
= 5w + 15
= w2 – 5w
= 3p2 – 12p
m = 8
e = 10
Solutions
Algebra AS 1.1 Starter B
Back
Solutions
Simplify (if possible)
1) 6e5 × 8e3
2) 64g12 ÷ 16g8
3) (2e5)2
4) 5e2 × (4e3)2
5)
6) Expand 2e(e + 5)
7) Expand w2(w – 6)
8) Expand & simplify
2(p – 6) + 5(p + 4)
9) Factorise m2 + 7m
10) Solve 4e – 5 = 45
616e
Algebra AS 1.1 Starter B
Back
Solutions
Simplify (if possible)
1) 6e5 × 8e3
2) 64g12 ÷ 16g8
3) (2e5)2
4) 5e2 × (4e3)2
5)
6) Expand 2e(e + 5)
7) Expand w2(w – 6)
8) Expand & simplify
2(p – 6) + 5(p + 4)
9) Factorise m2 + 7m
10) Solve 4e – 5 = 45
616e
= 48e8
= 4g4
= 4e10
= 80e8
= 4e3
= 2e2 + 10e= w3 – 6w2
= 7p + 8= m(m + 7)
e = 12.5
Back
Solutions
Algebra AS 1.1 Starter C
8
3
1512
ww
64100w
1) 6w4e2 × 2we5
2)
3) (4c4)3
4) (8e4)2 ÷ 2e3
5)
6) Expand 5e(3e + 10)
7) Expand & simplify
2w(w – 3) + 5w(2w + 3)
8) Factorise 4m + 14
9) Factorise 3e2 + 9e
10) Solve 46 – 2e = 12
Algebra AS 1.1 Starter C
Back
Solutions
8
3
1512
ww
64100w
1) 6w4e2 × 2we5
2)
3) (4c4)3
4) (8e4)2 ÷ 2e3
5)
6) Expand 5e(3e + 10)
7) Expand & simplify
2w(w – 3) + 5w(2w + 3)
8) Factorise 4m + 14
9) Factorise 3e2 + 9e
10) Solve 46 – 2e = 12
554w
= 12w5e7
= 64c12
= 32e5
= 10w32
= 15e2 + 50e
= 12w2 + 9w
= 2(2m + 7)= 3e(e + 3)
e = 17
Back
Solutions
Algebra AS 1.1 Starter D1) 5g2h × 14h5g3
2)
3) (7ab10)2
4) (3g2)3 × 2g5
5)
6) Expand e2(4 – e)
7) Expand & simplify
2(w + 12) – 5(2w + 1)
8) Expand (m + 4)(m + 6)
9) Factorise 9e3 – 21e
10) Solve (g + 4)(g – 5) = 0
2
9
2128gg
109v
Algebra AS 1.1 Starter D
Back
Solutions
1) 5g2h × 14h5g3
2)
3) (7ab10)2
4) (3g2)3 × 2g5
5)
6) Expand e2(4 – e)
7) Expand & simplify
2(w + 12) – 5(2w + 1)
8) Expand (m + 4)(m + 6)
9) Factorise 9e3 – 21e
10) Solve (g + 4)(g – 5) = 0
2
9
2128gg
= 70g5h6
34 7g
109v
g = -4 or g = 5
= 3e(3e2 – 7)
= m2 + 10m + 24
= -8w + 19
= 4e2 – e3
= 3v5
= 54g11
= 49a2b20
Algebra AS 1.1 Starter E
Back
Solutions
If a = 4, b = 5 & c = -3
find:
1) b3
2)
3) 2a + 5c
4) Simplify (6e4)2 ÷ 4e6
5)
6) Expand (e – 3)(e + 10)
7) Expand & simplify
2w – 15 + 3(2w + 4)
8) Expand (p – 2)(p – 6)
9) Factorise g2 + 12g + 20
10) Solve (e + 2)(e + 9) = 0
26121 hg
ab
53
Algebra AS 1.1 Starter E
Back
Solutions
= 11g3h
If a = 4, b = 5 & c = -3
find:
1) b3
2)
3) 2a + 5c
4) Simplify (6e4)2 ÷ 4e6
5)
6) Expand (e – 3)(e + 10)
7) Expand & simplify
2w – 15 + 3(2w + 4)
8) Expand (p – 2)(p – 6)
9) Factorise g2 + 12g + 20
10) Solve (e + 2)(e + 9) = 0
= 125
e = -2 or e = -9
= (g + 10)(g + 2)
= p2 – 8p + 12
= 8w – 3
= e2 + 7e – 30
= 9e2
= 2 x 4 + 5 x -3 = -743
2015
26121 hg
ab
53
Back
Solutions
Algebra AS 1.1 Starter FIf a = 4, b = 5 & c = -3 find:
1) 3b2 + 15
2)
3) Factorise 4p2 + 20p
4) Simplify 5e4 + (3e2)2
5) Expand (e + 5)2
6) Expand (e – 9)(e + 5)
7) Factorise g2 + 9g + 8
8) Expand (p – 6)2
9) Factorise g2 – 2g – 8
10) Solve e2 – e – 12 = 0
ca11
Algebra AS 1.1 Starter F
Back
Solutions
If a = 4, b = 5 & c = -3 find:
1) 3b2 + 15
2)
3) Factorise 4p2 + 20p
4) Simplify 5e4 + (3e2)2
5) Expand (e + 5)2
6) Expand (e – 9)(e + 5)
7) Factorise g2 + 9g + 8
8) Expand (p – 6)2
9) Factorise g2 – 2g – 8
10) Solve e2 – e – 12 = 0 e = -3 or e = 4
= (g + 2)(g – 4)
= p2 – 12p + 36
= e2 + 10e + 25
= (g + 8)(g + 1)
= e2 – 4e – 45
= 14e4
= 4p(p + 5)= -5
= 90
ca11
Algebra AS 1.1 Starter G
Back
Solutions
Solve:
1) (b + 9)(b – 2) = 0
2) 4x + 3 = 2x + 11
3) Factorise 8x2 + 8x
4) Simplify 3e4 × (e2)5
5) Expand (w + 3)2
6) Expand (e – 8)(e + 8)
7) Factorise g2 + 8g + 12
8) Solve (p – 4)2 = 0
9) Solve g2 + 2g – 35 = 0
10) Solve e2 – 81 = 0
Algebra AS 1.1 Starter G
Back
Solutions
Solve:
1) (b + 9)(b – 2) = 0
2) 4x + 3 = 2x + 11
3) Factorise 8x2 + 8x
4) Simplify 3e4 × (e2)5
5) Expand (w + 3)2
6) Expand (e – 8)(e + 8)
7) Factorise g2 + 8g + 12
8) Solve (p – 4)2 = 0
9) Solve g2 + 2g – 35 = 0
10) Solve e2 – 81 = 0 e = -9 or e = 9
g = -7 or g = 5
p = 4
= (g + 6)(g + 2)
= w2 + 6w + 9
= 3e14
= 8x(x + 1)
x = 4
b = -9 & b = 2
= e2 – 64
Algebra AS 1.1 Starter HSimplify:1) m4 × m3
2) 5m5 × 2m6 3) 18x10 ÷ 6x4 4) 3e2 × (2e)2
5) Expand 3e(e + 5)
6) Expand (e + 2)(e + 5)
7) Factorise g2 + 6g + 8
8) Expand (p + 3)2 9) Solve (g + 5)2 = 010) Factorise p2 –
81
Back
Solutions
Algebra AS 1.1 Starter HSimplify:1) m4 × m3
2) 5m5 × 2m6 3) 18x10 ÷ 6x4 4) 3e2 × (2e)2
5) Expand 3e(e + 5)
6) Expand (e + 2)(e + 5)
7) Factorise g2 + 6g + 8
8) Expand (p + 3)2 9) Solve (g + 5)2 = 010) Factorise p2 –
81
Back
Solutions
= m7
= 10m11
= 3x6
= 12e4
= 3e2 + 15e= e2 + 7e + 10
= (g + 4)(g + 2)
= p2 + 6p + 9g = -5 or g = -5
= (p + 9)(p – 9)
Good Effort!!