Exponential Inequation EEAr 2022 Proof CFS 2
What are Exponential Inequalities? Are those that have a variable in the exponent
Exponential equation are characterized because of the inequality sign
(EEAr Mathematics) If (√3)^(x+1) is less than 9, then x is a real number such that
a) x less than 4
b) x greater than 3
c) x greater than 4
d) x less than 3
#Exponential Inequation #Exponential InequationEEAr #Exponential Inequations
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✅Video Content Summary:
00:03 Preliminary Considerations
Our goal is to find all values of x that satisfy this inequality.
00:23 How to "drop" the variable
If the base is greater than 1, then keep the sign.
If the base is greater than 0 and less than 1, then change the sign.
01:15 Fixing the Expression
Before going down that exponent, let's make the bases the same. So the 3 comes out of the square root and the 9 = 3².
02:26 Isolating the "X"
To do this, we can imagine the process as if we were making an equation. So x is less than 3. Template gives letter "D"
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