Let the fractional part of 5 - √ 3 be a and the integral part be B, then a = (), B = () | Math enthusiast | Mathematical art

Let the fractional part of 5 - √ 3 be a and the integral part be B, then a = (), B = ()

Let the fractional part of 5 - √ 3 be a and the integral part be B, then a = (2 - √ 3), B = (3)

RELATED INFORMATIONS

1. Let the integral part of 1 (3 - √ 5) be a and the decimal part be B. find A-1 / b
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3. Take 4 out of 6 cases, multiply the numerator and denominator by 3 at the same time, and divide the denominator by 2 and the numerator by 2
4. [1.] the denominator of a fraction remains unchanged. If the numerator is multiplied by 5, how does the size of the fraction change? If the numerator remains unchanged and the denominator is divided by 5· [1.] the denominator of a fraction remains unchanged. If the numerator is multiplied by 5, how does the size of the fraction change? If the numerator remains unchanged and the denominator is divided by 5
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17. Given that a is the integral part of √ 8 and B is the fractional part of √ 8, find the value of (- a) 3 + (B + 2) 2
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