Prove in two ways that the numbers m(a) satisfy m(ab) = m(a) + m(b) (a) First method:
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Prove in two ways that the numbers m(a) satisfy m(ab) = m(a) + m(b)
(a) First method: Use the limit definition of m(b) and
(b) Second method: Apply the Product Rule to axbx = (ab)x.
Transcribed Image Text:
(ab)" - 1 = B² (r^²= -1) + b² = 1 - Bh h h
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a mab lim h0 lim h0 ab 1 h ah h 1 lim h0 lim bh ah1 h ...View the full answer
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