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 hhhh

Solving for x using the quadratic formula, we get that the largest possible value of x is 15.

 3^{27^t}=27^{3^t}, solve for t

t == 1/2

(9^8^7) mod 10^10 ==1626926081 - these are the last 10 digits.

11085 = 8500 ( 1+i)^6

 1.3041176470588235 = (1+i)^6

1+i = 1.0452482809213813554

i = .04524    ~ 4.5 percent

By Euler's Theorem, $9^{8^7} \equiv 27 \pmod{100}$.

andrew borrowed $8500 loan which was compounded annually for 6 years. At the end of six years, he owed $11,085.95 (including the principal). To the nearest tenth of a percent, what was the interest rate.

[11,085.95 / 8,500]^(1/6) ==1.045263 - 1 x 100 ==4.5263%==~4.5% - annual interest rate on the loan.

The equation is 6x + 2y = 12.

Using trig, I got that angle ETF = 125 degrees.

3 / (3/4)

4 because 3/1 x 4/3= 12/3 12/3= 4

\(a(3x+2)+b=3(ax+b)+2\\ 3ax+2a+b=3ax+3b+2\\ 2a+b=3b+2\\ 2a-2b=2\\ a-b=1\\ a-1=b\)

So as long as \(a-1=b\), \(f(g(x)) = g(f(x))\). The only other condition we need to satisfy is \(ab=20\), so:

\(a(a-1)=20\\ a^2-a-20=0\\ (a-5)(a+4)=0\\ a=5, a=-4\)

Sum them up and you'll get the answer

Well

one of the factors will be   \(x-(1-\sqrt2) = x-1+\sqrt2 \)

think of this as (x-1)+sqrt2

If you introduce another factor as   \((x-1)-\sqrt2\)

Then a factor will be

\([(x-1)-\sqrt2][(x-1)+\sqrt2]\\ =(x-1)^2-(\sqrt2)^2\\ =x^2-2x+1-2\\ =x^2-2x-1\)

now do something similar with the  \(x=2+\sqrt7 \)   root

answer: sqrt(3)

two questions for you.

1)  When you add these what do you get?

2) What does degree mean?

wow, thanks!! and yes all the variables are real numbers

24*-8=-192

11,424 was 7/8 of Blue party. 

Substitute the = sign for the word was.  

(7/8) • Blue = 11,424  

Divide both sides by 7/8  

Divide by a fraction means multiply by the inverse of that fraction.  

Blue = (8/7) • 11,424  

Blue = 13,056  

_.

  C 

Ratio = 2 + 5 = 7

at first

        R:B:T = 2:5:7 = 6:15:21

removed red --->

1/3 * 6 = 2

in the end

       R:B:T              = 4:15:19

R:B = 4:15 

The minimum length of CQ is 5.

1/a + 1/b = 5/14.