2026 April(R4A) Math Question 15
Sequences and Patterns
- Geometric Sequences
∑n=1388100n=88100+881002+881003\sum_{n=1}^{3} \frac{88}{100^n} = \frac{88}{100} + \frac{88}{100^2} + \frac{88}{100^3}∑n=13100n88=10088+100288+100388 =0.88+0.0088+0.000088=0.888888= 0.88 + 0.0088 + 0.000088 = 0.888888=0.88+0.0088+0.000088=0.888888
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