Goldenchest

Just a question out of curiosity. I mean, when you blend food into something you can drink, your digestive system doesn't have to work as hard to break it down and absorb its nutrients. The food itself would have the same calorie content, but your body would spend less energy absorbing it.

Does this logic make sense, or am I missing something?

Is there a theoretical limit to how "scrambled" a Rubik's cube can be?

Supposing you use the most efficient algorithms/strategies to solve a scrambled cube, approximately what is the minimum number of moves (tens, hundreds, etc.) you would have to make to solve the cube when it is in its "maximum" scrambled state?

Suppose two photons are emitted parallel to each other from the same source and they begin to travel together in the same direction in a vacuum.

Common sense says they would continue traveling parallel to each other. Special Relativity says that one photon would "perceive" that the other photon is traveling at the speed of light, so therefore it is traveling AHEAD of the other photon and not staying next to it.

Which reasoning is more correct?

I'm thinking of getting an android phone for app development, and I've heard that I should get the Nexus 4 because it is unlocked and therefore developer friendly. However, I would much rather get a higher-end phone like the HTC One but still be able to develop apps.

My question is: What advantages do unlocked phones like the Nexus 4 have over other android devices, such as the HTC One, for application development?

When two vectors A and B are drawn from a common point, they form an angle ϕ. Prove that the magnitude of their vector sum is given by √(A^2 + BC^2 + 2ABcosϕ).

When two vectors A and B are drawn from a common point, they form an angle ϕ. Prove that the magnitude of their vector sum is given by √(A^2 + BC^2 + 2ABcosϕ).

Sorry, no one was answering in the Math section and this is sort of urgent (I'm helping a friend :P)

How would I go about solving this?

(1/32)^x + 3 >= 16^(3x)

Sorry, no one was answering in the Math section and this is sort of urgent (I'm helping a friend :P)

How would I go about solving this?

(1/32)^x + 3 >= 16^(3x)

How would I go about solving this?

(1/32)^x + 3 >= 16^(3x)

If y = 1 when x = 0, solve dy/dx = y(3-y)

First person to get it right gets 10 points

Find the angle between two vector forces of equal magnitude, such that the resultant is 1/3 as much as either of the original forces.

I have absolutely no idea how to solve this. Could someone help me out?

If a 100.0 mg sample of this metal reacts with excess acid to produce 14.55 mL of hydrogen gas (H2) measured at 735 torr and 20°C, is the Rubidium, Strontium, or Yttrium?

My calculator gives me a value of 1. But how is that possible?

The integral of sinx is -cosx, and cos(pi/2) is 0.

Does the integral of sinx have a special property that I am missing?

My calculator gives me a value of 1. But how is that possible?

The integral of sinx is -cosx, and cos(pi/2) is 0.

Does the integral of sinx have a special property that I am missing?

My calculator gives me a value of 1. But how is that possible?

The integral of sinx is -cosx, and cos(pi/2) is 0.

Does the integral of sinx have a special property that I am missing?

I can't seem to find any of these on Google Images. Could any of you direct me to some cartoons of the 21st Amendment from that era? Thanks!