POLY
LOGS
RADICAL EXPONENTS
GROWTH & DECAY
RATIONAL EXPRESSIONS
A FEW FINAL WORDS
100
This is how the polynomial 2x^3+x^2 would be classified by degree and number of terms
What is a cubic binomial?
100
This is 2^x=y converted to logarithmic form
What is log_2(y)=x ?
100
"An eye for an eye only makes the whole world blind", said this exponent of radical nonviolence
Who was (Mahatma) Gandhi?
100
Given f(x)=-0.54(1.036)^x , its rate as a percentage is this - and between growth and decay, it is this
What is a growth rate of 3.6%?
100
This is the simplified quotient of (14m^4)/(3m) ÷ (7m^2)/(18m^5)
What is 12m^6?
100
A Frisbee team game, or a word from the Latin for "last"
What is ultimate?
200
The polynomial shown below has this degree and sign
What is odd degree and negative sign?
200
This is log_5((25m^3)/125) expanded
What is 3log_5(m)-1 ?
200
This is root(3)(x^2/8) converted to rational exponent form
What is x^(2/3)/2 ?
200
As this kind of fallen tree decays, it supports the growth of baby seedlings (befitting its name)
What is a nursery log?
200
This is the simplified form of the expression (x^2-12x-28)/(x^2-14x)
What is (x+2)/x?
200
This 2-word phrase for a farewell performance is derived from the belief that a certain bird makes music as it dies
What is a swan song?
300
Polyphemus, whose name means "very famous", is the cyclops from this also quite well-known Greek story
What is the Odyssey?
300
This is log(a)-2log(3b)-log(c) condensed
What is log((a)/(9b^2c)) ?
300
This is 16x^(1/2) converted to radical form
What is 16sqrtx ?
300
A piece of charcoal is found to contain 25g Carbon-14. The tree from which the charcoal came originally had 100 grams of Carbon-14. Given the continuous exponential rate of decay of C-14 is -0.00012096, this is when the tree died
The tree died 11,460.77 years ago.
300
This famous rationalist philosopher was the source of the famous quote "I think, therefore I am"
Who is René Descartes?
300
A closing argument in a courtroom, or what you do to make a sequence into a series
What is a summation?
400
Given f(x)=x^4-18 and g(x)=2x+1, this is (f∘g)(-2)
What is 63?
400
One of the largest log hotels in the world, the Old Faithful Inn is found in this state
What is Wyoming?
400
This is a^(2/6)*a^(2/7) simplified
What is a^(13/21) ?
400
Write the exponential function that matches the graph below
What is f(x)=50(1/5)^x
400
These are the asymptotes of the function (x^2-1)/(3x^2-4x+1)
What are y=1/3 and x=1/3?
400
This term for "the end of the line" was once a god celebrated at the end of the Roman year
What is terminus?
500
What is the factored form of the polynomial below, assuming its lead coefficient is 1?
What is y=(x+5)^3(x-1)^2(x-3)?
500
The solution(s) to the equation
log_6(3x)+log_6(x-1)=3
What is x=9?
500
This is x^(-1/4)/(y)*(x^6y^4)^(1/4)/x^-5 simplified
What is x^(25/4) ?
500
Helen deposited $3,000 at an interest rate of 9% compounded quarterly. This is how many years it'll take for Helen's account to reach $10,000.
It will take 13.53 years to go from $3,000 to $10,000.
500
The solution(s) to the equation p/(p-2)+2=8/(p^2-4)
What is
p=-8/3
500
The sacrament of extreme unction is also known as this
What are last rites?