Write the first four numbers of the number patterns whose rules are given below.
(i) 3n-3 (ii) 2n+2 (iii) 4n+3 (iv) 5n+6 (v)n2+1
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(i) 3n-3
X1 = 3×1 -3 = 3-3 =0
X2 = 3×2 -3 = 6-3 =3
X3 = 3×3 -3 = 9-3 =6
X4 = 3×4 -3 = 12-3 =9
(ii) 2n+2
X1 = 2×1 +2 = 2+2 =4
X2 = 2×2 +2 = 4+2 =6
X3 = 2×3 +2 = 6+2 =8
X4 = 2×4 +2 = 8+2=10
(iii) 4n+3
X1 = 4×1 +3 = 4+3 =7
X2 = 4×2 +3 = 8+3 =11
X3 = 4×3 +3 = 12+3 =15
X4 = 4×4 +3 = 16+3 =19
(iv) 5n+6
X1 = 5×1 +6= 5+6=11
X2 = 5×2 +6 = 10+6 =16
X3 = 5×3 +6 = 15+6 =21
X4 = 5×4 +6 = 20+6=26
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