They are 3 dimensional objects such a s polyhedrons.
Suppose you have n objects and within those, there arem1 objects of kind 1m2 objects of kind 2and so on.Then the number of permutations of the n objects is n!/[m1!* m2!...]For example, permutations of the word "banana"n = 6there are 3 "a"s so m1 = 3there are 2 "n"s so m2 = 2therefore, the number of permutations = 6!/(3!*2!) = 720/(3*2) = 120.
Star
MDC = 1600 MDCCLXXVI thus contains: CLX = 160 3 --- 1's 3 --- 6's XVI = 16 3 --- 0's or 10's 3 --- 7's And, of course, 3 x 7 = 21 a very magic number. The year, 1776, when added, totals 21 also, making 1776 a very powerful magical year. But, when you divide 21 by three, you get three groups of 7, i.e., 7 + 7 + 7. MEANINGS OF NUMBERS DEFINED# 1 = Beginning# 6 = Man# 7 = God# 8 = The New Beginning# 10 or 0 = Testimony# 21 = Exceeding Sinfulness of Sin
s area is on three dimensional objects, but area is on two dimensional objects.
3. F/w- fall winter a/w- autumn winter s/s- sping summer
Sri
They are 3 dimensional objects such a s polyhedrons.
Suppose you have n objects and within those, there arem1 objects of kind 1m2 objects of kind 2and so on.Then the number of permutations of the n objects is n!/[m1!* m2!...]For example, permutations of the word "banana"n = 6there are 3 "a"s so m1 = 3there are 2 "n"s so m2 = 2therefore, the number of permutations = 6!/(3!*2!) = 720/(3*2) = 120.
T: Teddy, Tod, Tamba S: Sooki, Squeek, Sam
"Winter" is 'fuyu' in Japanese.
spring
The beginning of Winter is marked by the Winter Solstice which - in our life time - has been on either December 21 or December 22. The date is gradually shifting. The exact time of the solstice does depend where you are located in the U. S. For Chicago, in recent years, it has mostly fallen on December 21. In the 2040's, it will start falling on December 20 every 4 years until 2081 when Dec 20 becomes more frequent.
W = Winter S = Summer The car will start in 2nd gear when in winter mode.
The object's acceleration is -3 m/s^2 (negative because it is decelerating), calculated by dividing the change in velocity (9 m/s) by the time taken (3 s). The negative sign indicates the direction of the acceleration is opposite to the initial velocity.
Solaris ,
Satsuma