Last 100 bits of PI

Last 100 bits of PI

The value of the value of the circumference of the circumference is π = 3.14159 2653589792384623846238462643832792028841976939393751058209 74944459230 78164 062828282828282828282828282828282828282828282828289282148 08651 32823282346474460955058223172535948128 4811174502841027019385211 055594644629489494949494947428810975665934463447476482388237867676271201909145646464692 34603484848484848484450284102 70193852106455646464646464646464646464646464646464646464646464646464646464610 45432 66482 13393 60726 02491 41273 72458 70066 06315 58817 48815 20920 96282 92540 91715 36436 78925 90360 01133 05305 48820 46652 13841 46951 94151 16094 33057 27036 57595 91953 09218 61173 81932 61179 31051 18548 07446 23799 62749 56735 18857 52724 89122 79381 83011 94912 98336 73362 44065 66430 86021 39494 63952 24737 19070 21798 60943 70277 05392 17176 29317 67523 84674 81846 76694 05132 00056 81271 45263 56082 77857 71342 75778 96091 73637 17872 14684 40901 22495 34301 46549 58537 10507 92279 68925 89235 42019 95611 21290 21960 86403 44181 59813 62977 47713 .

Who knows the bottom 100 of Pi

Circumference ratio 3.1415926535897932384626433832795028841971693993751058209774944 592307816406286620899 86280 34825 34211 7067982148 08651 32823 06647 09384 46095 50582 23172 53594 08128 48111 74502 84102 70193 852

What are the 100 bits of Pi? It's OK to write 70 characters

3.1415926535897932384626 433832795028841971693993 75105820974944592307816 40628620899862803482534 21170679821480865132823 06647093844609550582231 72535940812848111745028 41027019385211055596446 229489...

It is known that a = {a | a = k times the k-th power of Pai + (- 1) multiplied by Pai / 4 K belongs to the quadrant where Z} judges the angle A

Angle a is in the first or second quadrant;
If K is odd, then the formula can be reduced to (K π - π / 4), then a belongs to the second quadrant;
If K is even, then the formula can be reduced to (K π + π / 4), then a belongs to the first quadrant;

Given that O ∈{α / α = k π + (- 1) ^ k * π / 4, K ∈ Z}, we can judge why the quadrant where the angle o is located is the first and second quadrant

When k is odd, α is in the second quadrant
α=kπ+（-π/4）=（1+2m）π+（-π/4）=3π/4+2mπ=3π/4
（m∈Z）
When k is even, α is in the first quadrant
α=kπ + π/4=2mπ=
（m∈Z）

Set a = {x | x = 1 / 2 * k π (PI) + π / 4, K belongs to Z} set B = {x | x = k π / 4 + π / 2, K belongs to n *}. What is the relationship between a and B and prove

The set a = {x | x = 1 / 2 * k π + π / 4, K belongs to Z}
In rectangular coordinates, they fall on y = x and y = - x respectively (i.e. the angle after turning n 90 degrees before and after 45 degrees)
Set B = {x | x = k π / 4 + π / 2, K belongs to n *}
N * is a set of nonnegative integers, which makes me a little puzzled. If we set the question according to the question, set B is equivalent to a set of N 45 degrees in a 90 degree anticlockwise rotation in a rectangular coordinate system. In this way, sets a and B have only intersection, and there is no relationship between inclusion and exclusion
If B = {x | x = k π / 4 + π / 2, K belongs to Z}, then set a is a subset of set B, that is, B contains a

What is k when the angle with the same final edge is expressed in radian system? β = 2 K π (PI) + α (K ∈ z)

When k = 1, 2, 3 and other positive integers, k = 1, then 2 π plus α degree

What is the relationship between inclination angle and Pi Why is the inclination angle of a straight line x = 1 half π? Can you give me a few other examples How do you convert this

The angle of inclination is related to angle, which is sometimes expressed in terms of PI
The straight line x = 1 is perpendicular to the X axis, and the coordinates (1,0) on the X axis are 90 ° with the X bearing, so the inclination angle is 90 °
Two parts of PI is 90 degrees
The angle represented by π is 180 degrees
So PI in two is 90 degrees
Three degrees is pi 60

What is pi 1-100 bits

3.1415926535 8979323846 2643383279 5028841971 6939937510
5820974944 5923078164 0628620899 8628034825 3421170679

What is the PI multiplied by 1-100? The PI is accurate to 3.14

1 times: 3.14
2 times: 6.28
3 times: 9.42
4 times: 12.56
5 times: 15.7
6 times: 18.84
7 times: 21.98
8 times: 25.12
9 times: 28.26
10 times: 31.4 * 11 = 34.54
*12=37.68
*13=40.82
*14=43.96
*15=47.1
*16=50.24
*17=53.38
*18=56.42
*19=59.56
*20=62.8
*21=65.94
*22=69.08
*23=72.22
*24=75.36
*25=78.5
*26=81.64
*27=84.78
*28=87.92
*29=91.06
*30=94.2
*31=97.34
*32=100.48
*33=103.62
*34=106.76
*35=109.9
*36=113.04
*37=116.18
*38=119.32
*39=122.46
*40 = 125.6. I'm so tired! What do you want this for? I don't understand~