Can a rational number be a repeating decimal? If so, give an example.
1 answer:
No it cant be because a number with a repeating decimal is irrational, rational numbers are integers that can be expressed as a fraction<span />
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Area of a triangle = height × base ÷ 2
221.16 = 29.1 × base ÷ 2
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Multiply by 2
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Add 799.99 and 679.99 which equals 1479.98
Then divide 1479.98 by 2 which equals 739.99
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