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If the problem is:  log₄ [ (x + 1)³ / 2 ]  =  22

Change from log form into exponential form:  (x + 1)³ / 2  =  4²²

Multiply both sides by 2:                                      (x + 1)³   =  2 · 4²²

Change the form of 4²²                                       (x + 1)³   =  2 · ( 2 · 2 )²²

                                                                            (x + 1)³   =  2 · ( 2² )²²

                                                                            (x + 1)³   =  2 · 2⁴⁴

Simplify:                                                               (x + 1)³   =  2⁴⁵ 

Find the cube root of both sides:                             x + 1  =  2¹⁵

Subtract 1 from both sides:                                           x  =  2¹⁵ - 1  =  32768 - 1  =  32767

The cube root of 2⁴⁵ is  (2⁴⁵)^1/3 =  2^{45 x 1/3}  =  2¹⁵.

First, separate them like this: 1 + 5/8. Get hold of any calculator and divide 5/8=.625 + 1=1.625

132.27 lbs = 60 kg

14gm/ (60 kg  x  .1gm/hr/kg)  = 2.33 hours

OR    as a ratio   320/132.27 x 1 = 2.41 Hours     (maybe the 320 lb guy is genetically 'blessed' with more alcohol dehydrogenase?)   

There are dozens of videos on YouTube showing how to solve it. Just type "How to solve a Rubik's cube".

1/8 is the best. 0.125

0.125*5=0.625

Answer 1.625

I think you dreamed this one up by yourself, just as a prank. Isn't that right?

You can't 'solve' this unless you have another equation relating 'x' and 'y' or a VALUE for either 'x' or 'y'...... Otherwise there is an infinite set of solutioins for (x,y)

Using Pythag Theo the diagonal is

sqrt (10^2 + 8^2) = 12.81

Using Pythag theo again

Max = sqrt (12.81^2 + 26^2) =  28.98 inches max

He is the villain this city needs...

thanks

I have been but I can't get it 

Try, try and try again 

   [1*100000000000000000000000000000]*[9.5*0.0000000000001]

=95,000,000,000,000,000 wt. units??(grams, milligrams, micrograms??....etc)

44m/s-39m/s=5m/s

39/12=3.25m/s

You must slow at 3.25m/s

Choose the number that is 1/4 of 1/2 of 1/5 of 200:

1/4 x 1/2 x 1/5 x 200=5

Solve for x:
(log^3(x+1))/(2 log^3(4)) = 22

(log^3(x+1))/(2 log^3(4)) = (log^3(x+1))/(2 log^3(4)):
(log^3(x+1))/(2 log^3(4)) = 22

Multiply both sides by 2 log^3(4):
log^3(x+1) = 44 log^3(4)

Taking cube roots gives 2^(2/3) 11^(1/3) log(4) times the third roots of unity:
log(x+1) = -((-11)^(1/3) 2^(2/3) log(4)) or log(x+1) = (-2)^(2/3) 11^(1/3) log(4) or log(x+1) = 2^(2/3) 11^(1/3) log(4)

log(x+1) = -(-11)^(1/3) 2^(2/3) log(4) has no solution since True (assuming the principal logarithm):
log(x+1) = (-2)^(2/3) 11^(1/3) log(4) or log(x+1) = 2^(2/3) 11^(1/3) log(4)

log(x+1) = (-2)^(2/3) 11^(1/3) log(4) has no solution since True (assuming the principal logarithm):
log(x+1) = 2^(2/3) 11^(1/3) log(4)

Cancel logarithms by taking exp of both sides:
x+1 = 4^(2^(2/3) 11^(1/3))

Subtract 1 from both sides:
Answer: |  x = 4^(2^(2/3) 11^(1/3))-1 =132.50

I used a ratio of 320pounds is to 60 minutes as 132.27 pounds is to x minutes. I got 24 minutes which seems reasonable.

7/18

8                  

tan (A) = 2/3      .....we can find "A" by using the tangent inverse

tan^-1 (2/3)  = A  =  about 33.69°