What is 0.35-0.058*ln(-(25+50.555)*ln(0.4365)) ?

The solution to 0.35-0.058*ln(-(25+50.555)*ln(0.4365)) is 0.35-0.058ln(75.555)-0.058ln(ln(0.4365))

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simplify 0.35-0.058ln(-(25+50.555)ln(0.4365))

simplify

0.35 - 0.058 \cdot ln (- (25 + 50.555) \cdot ln (0.4365))

0.35 - 0.058 ln (75.555) - 0.058 ln (ln (0.4365))

Solution steps

0.35 - 0.058 ln (- (25 + 50.555) ln (0.4365))

Apply log rule:

lo g_{c} (ab) = lo g_{c} (a) + lo g_{c} (b)

0.058 ln (- (25 + 50.555) ln (0.4365)) = 0.058 ln (25 + 50.555) + 0.058 ln (ln (0.4365))

= 0.35 - (0.058 ln (25 + 50.555) + 0.058 ln (ln (0.4365)))

Add the numbers:

25 + 50.555 = 75.555

= 0.35 - (0.058 ln (75.555) + 0.058 ln (ln (0.4365)))

- (0.058 ln (75.555) + 0.058 ln (ln (0.4365))) : - 0.058 ln (75.555) - 0.058 ln (ln (0.4365))

= 0.35 - 0.058 ln (75.555) - 0.058 ln (ln (0.4365))

345 (252 \cdot ln (252) + (1 - 252) \cdot ln (1 - 252))

ln (\frac{3}{3}) - ln (\frac{1}{2})

ln (\frac{- 3}{2})

ln (\frac{( 1.09 ) ( \frac{21}{25} )}{1.09}) \cdot (- \frac{1}{0.199})

ln (\frac{45}{50})

What is 0.35-0.058*ln(-(25+50.555)*ln(0.4365)) ?
The solution to 0.35-0.058*ln(-(25+50.555)*ln(0.4365)) is 0.35-0.058ln(75.555)-0.058ln(ln(0.4365))