Yes because you can see its talked about like a human
In the Canterbury Tales by Geoffrey Chaucer, after having introduced the pilgrims the narrator apologizes for the offense possible a reader might take from the tales. He then returns to the story about the night he spent with the pilgrims.
The host of the tavern welcomes the pilgrims and proposes the pilgrims to tell the story while traveling as it would be boring to travel in silence. Further, the narrator adds that hoping not to argue with the host the pilgrims agree immediately over the host's proposition.
Therefore, the host lay out the plan that each pilgrim will be telling two tales while going to Canterbury and two tales while return from there. As a result, in reward, the most meaningful story will receive a paid meal fro rest of the pilgrims on the way back.
Answer: Existence is the state of being alive or being real. ... The noun existence can be used many different ways, but it always has to do with being alive or with simply "being". You can talk about the survival of something as its existence, like your yo-yo club having lost so many members that its existence is in danger.
Explanation:
Answer:
log7(x) = log4(x)
Change of base formula:
logA x = logB x / logB a
Changing to base E:
log7(x) = logE(x)/logE(7) = ln(x)/ ln(7)
log4(x) = lonE(x)/logE(4) = ln(x)/ln(4)
So they are equal when :
ln(x)/ln(7) = ln(x)/ln(4)
cross multplying:
ln(x)*ln(4) = ln(x)*ln(7)
ln(x)*ln(4) - ln(x)*ln(7) = 0 <--- everybody to left side
ln(x) * [ ln(4) - ln(7)] = 0 <--- factors out ln(x)
Let k = [ ln(4) - ln(7) ] is a fixed number constant.
Then,
ln(x) * k = 0
dividing both sides by k, cancels it out.
ln(x) = 0 whieans x=1.
So they are equal when x=1
Check:
For x=
log7(1) = log4(1)
is the same as asking the question:
7^x = 1 = 4^x are both equal to 1 where x is the
same exponent in both....
Of course, any number to power zer0 is 1. So x=1.
The graph in
Answer:
1. Means to be on the same page with another person or more.
2. Loving something/someone with a great passion.
3. Avoiding a question or situation.
4. You can tell someone's true intentions by their body language.
Explanation:
I hope that helped ;)
