1/32 of the original amount.
Lets see: 28,650 - 5700 = 22,950; 1/2 22,950 - 5700 = 17,250; 1/4 17,250 - 5700 = 11,550; 1/8 11,550 - 5700 = 5,850; 1/16 5,850 - 5700 = 150; 1/32 (That is so close it is the answer.)
7
2, 4, and 6 are multiples of 2. This is 1/2 of the face, so the probability is 1/2
I assume this is a trick question, and the answer is "everything". If you expect it, it is your expectation and if it is your expectation, you expect it.
If you triple the radius of a circle . . . -- You should not expect anything to happen. Those around are likely to remain completely unaware that you have done anything to your circle. -- You wind up with a circle that's three times as big as it used to be. -- The diameter of the circle is three times the original diameter. -- The circumference of the circle is three times the original circumference. -- The area of the circle is nine times the original area.
1/32
1/5
There would be 1/32 left.
The half-life of C14 is 5730 years so the given period is 5 half-lives. You should, therefore, expect approx 2-5 = 0.03125 of the original C14 to remain.
past tence of Expect is Expected.
Lets see: 28,650 - 5700 = 22,950; 1/2 22,950 - 5700 = 17,250; 1/4 17,250 - 5700 = 11,550; 1/8 11,550 - 5700 = 5,850; 1/16 5,850 - 5700 = 150; 1/32 (That is so close it is the answer.)
When Dave opened his present, he didn't expect a solid gold donut. He was speechless.
past tense: expected present tense: expecting future tense: expect
-19
You would expect it 0.3 of the times.
Of course, "halflife" is not the correct term to use in this context, so I am supposing that you are asking how long as in "how many years of use" or "how many rounds fired" can you expect an M16 to function. This is also called "service life". The answer depends entirely on how the machine is treated. If it is properly cleaned and has minor parts replaced as they wear and break, the rifle will last for many years and/or many tens of thousands of rounds. You can research the endurance testing that the US Army has employed to determine the tolerance to hard use. "Halflife" refers to radioactive material and is the amount of time required for half of the material to decay.
Thunderstorms