How can I solve the equation... log &#x2061;<!-- ⁡ --> ( &#x

Feinsn

Feinsn

Answered question

2022-06-22

How can I solve the equation...
log ( π i 1 π i ) = k = 0 K x i k β k i = 1 , 2 , , N
How can I make the equation above the one below by taking " e" to both sides.
Note that after taking e to both sides of Eq. 1,
π i 1 π i = e k = 0 K x i k β k .
Thank you in advance.

Answer & Explanation

Jovan Wong

Jovan Wong

Beginner2022-06-23Added 23 answers

log π i 1 π i = k = 0 K x i k β k
, take the exponential of both sides,
e log π i 1 π i = e k = 0 K x i k β k
, use the rule e log x = x
π i 1 π i = e k = 0 K x i k β k
Fletcher Hays

Fletcher Hays

Beginner2022-06-24Added 6 answers

The answer comes from the equality e log A = A

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