- #1
Plutonium88
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√
√(log1/5(1/Sin5x))
Log to the base 1/5*(1/Sin5x)
FIND THE DOMAIN
I have an answer to this solution, I Just need some help with understanding it :(... and also could someone tell me if info is missing.
f(x) = √(log1/5(1/Sin5x))
Restrictions:
1/sin5x ǂ 0
sin5x ǂ 0
5x = ∏n
xǂ (∏n)/5
√(log1/5(1/Sin5x)) ≥ 0
(square both side)
(log1/5(1/Sin5x)) ≥ 0
1/sin5x ≤ 1
Sin5x ≥ 1
**** Sin M ≤ 1 ***** (this is refferring to the slope)
Sin5x = Sin(∏/2 + 2∏n)
5x = = ∏/2 + 2∏n
x = ∏/10 + 2∏n/5
ans: XE(∏/10 + 2∏n/5]
anyways i would appreciate if some one could help me understand this solution better. <3
Homework Statement
√(log1/5(1/Sin5x))
Log to the base 1/5*(1/Sin5x)
FIND THE DOMAIN
I have an answer to this solution, I Just need some help with understanding it :(... and also could someone tell me if info is missing.
f(x) = √(log1/5(1/Sin5x))
Restrictions:
1/sin5x ǂ 0
sin5x ǂ 0
5x = ∏n
xǂ (∏n)/5
√(log1/5(1/Sin5x)) ≥ 0
(square both side)
(log1/5(1/Sin5x)) ≥ 0
1/sin5x ≤ 1
Sin5x ≥ 1
**** Sin M ≤ 1 ***** (this is refferring to the slope)
Sin5x = Sin(∏/2 + 2∏n)
5x = = ∏/2 + 2∏n
x = ∏/10 + 2∏n/5
ans: XE(∏/10 + 2∏n/5]
anyways i would appreciate if some one could help me understand this solution better. <3