MHR • Advanced Functions 12 Solutions 660
MHR • Advanced Functions 12 Solutions 660
MHR • Advanced Functions 12 Solutions 660
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) Let x = log b<br />
m and y = log b<br />
n<br />
b x = m and b y = n<br />
! m$<br />
log b<br />
"<br />
# n %<br />
& = log m ' log n quotient law of logarithms<br />
b b<br />
! m$<br />
log b<br />
"<br />
# n %<br />
& = x ' y<br />
m<br />
n = bx' y<br />
b x<br />
b y = bx' y<br />
<strong>MHR</strong> <strong>•</strong> <strong>Advanced</strong> <strong>Functions</strong> <strong>12</strong> <strong>Solutions</strong> 702