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What does 1 0 g e 4 y stand for?

Updated: 10/25/2022
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1 Olympic Games Every 4 Years

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Q: What does 1 0 g e 4 y stand for?
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What are the notes on the recorder to god bless America?

e---------------4-2-0---------------------4-2-0-------------0-0------------------ B-0---------0----------------------0---0-0-----------4---2-4-------0------------- G---1----1-----------------1--3-----------------------------------------1-------- D------2---------------------------------------------------------------------2--- A-------------------------------------------------------------------------------- E-------------------------------------------------------------------------------- e---------------0--4-2-0---------------------4-2-0-------------0-0--------------- B-0---------0----------------------0---0-0-----------4---2-4-------0------------- G---1----1-----------------1--3-----------------------------------------1-------- D------2---------------------------------------------------------------------2--- A-------------------------------------------------------------------------------- E-------------------------------------------------------------------------------- e-4--4-4-5-7-7--5-4-2-4-5-5---5-4-2-0-----------0-------------------------------- B------------------------------------------------4--2-4------------0------------- G------------------------------------------------------------1--3---------------- D-------------------------------------------------------------------------------- A-------------------------------------------------------------------------------- E-------------------------------------------------------------------------------- e---------0-0--0-----------2--5-4------------------0-2-4-5-7--------------------- B-0--0----------4-2--2-2----------5--5--4--0-0----------------------------------- G-------------------------------------------------------------------------------- D-------------------------------------------------------------------------------- A-------------------------------------------------------------------------------- E-------------------------------------------------------------------------------- e-0--2--4---5---2---0------------------------------------------------------------- B--------------------------------------------------------------------------------- G--------------------------------------------------------------------------------- D--------------------------------------------------------------------------------- A--------------------------------------------------------------------------------- E---------------------------------------------------------------------------------


What does V 3.14 x 7.0 2 20.0 equal?

0.e+0 4.e+1


If E -1 0 1 2 3 4 and F 3 4 5 6 7 8 what is E U F?

It is {-1, 0, 1, 2, 3, 4, 5, 6, 7, 8}


What are the notes to ride the ligntning?

Intro/outro: e-|-7-8-------5-7------------------------| B-|-7-8-------3-5------5-7------8-5------| G-|--------------------2-4---------------| D-|-----------------------------0-2------| A-|--------------------------------------| E-|--------------------------------------| Riff 1: P.M. P.M.... e-|-------------------| B-|-------------------| G-|-------------------| D-|-------------------| A-|-/8-----/8---------| E-|-/6-0-0-/6-0-0-0-0-| Riff 2: P.M e-|-------------------| B-|-------------------| G-|-------------------| D-|-----------2-----5-| A-|-4---2---4-0-4---3-| E-|-2---0---2---2-2---| Add 1: e-|--------| B-|--------| G-|--------| D-|-4------| A-|-4------| E-|-2------| Add 2: e-|-------| B-|-------| G-|-------| D-|-5---4-| A-|-3---2-| E-|-------| Riff 3: P.M P.M....| e-|-------------------| B-|-------------------| G-|-------------------| D-|-/5-----/5---------| A-|-/3-----/3---------| E-|----2-2----2-2-2-2-| Chorus: P.M...........| P.M.........| e-|-----------------------------------------------------------| B-|-----------------------------------------------------------| G-|-----------------------------------------------------------| D-|-6---5-4---6-----------------6---5-4---6-------------------| A-|-4---3-2---4-0-0-0-0-0-0-0-0-4---3-2---4-0-0-0-0-0-0-0-2br-| E-|-----------------------------------------------------------| Riff 4: P.M |.| |.....| |-------| e-|-------------------------------------------------| B-|-------------------------------------------------| G-|-------------------------------------------------| D-|-9\8\7---5-----4---------------------------------| A-|-7\6\5---3-----2-5-----------5-2-----------5-2---| E-|-------0---0-0---3---0-0-0-0-3-0-0-0-0-0-0-3-0---| Riff 5: P.M...| |.........| |.........| |.........| e-|----------------------------------------------------------- B-|----------------------------------------------------------- G-|----------------------------------------------------------- D-|---------5---------------5---------------4---------------4- A-|-4-4-4-4-3---3-3-3-3-3-3-3---3-3-3-3-3-3-2---2-2-2-2-2-2-2- E-|----------------------------------------------------------- P.M.......| |.........| |.........| |.........| --------------------------------------------------------------- --------------------------------------------------------------- --------------------------------------------------------------- -------------3---------------3---------------2---------------2- -2-2-2-2-2-2-1---1-1-1-1-1-1-1---0-0-0-0-0-0-0---0-0-0-0-0-0-0- --------------------------------------------------------------- P.M....| |.........| |..........| |..........| -------------------------------------------------------------| -------------------------------------------------------------| -------------------------------------------------------------| -------------------------------------------------------------| ---------3---------------3---------------5---------------8---| -1-1-1-1-1---1-1-1-1-1-1-1---1-1-3-3-3-3-3---3-3-6-6-6-6-6---| Riff 6: P.M. e-|----------------| B-|----------------| G-|---------5------| D-|-9\8\7---5------| A-|-7\6\5---3------| E-|-------0--------| Add 3: e-|--------| B-|--------| G-|-4------| D-|-4------| A-|-2------| E-|--------| Riff 7: P.M |...| e-|----------------------------------| B-|----------------------------------| G-|-------------5--------------------| D-|-2-----------5--------------------| A-|-2-----------3---3-----5/---7-7---| E-|-0-------0-0-----3-3-3-3/---5-5---| Riff 8: P.M....| |......| |.| |.| |.| e-|----------------------------------------------------------| B-|----------------------------------------------------------| G-|----------------------------------------------------------| D-|-------------7--------------------------------------------| A-|-4-----------5-----------7/---7---7-------7-------7-------| E-|-2---2-2-2-2-----5-5-5-5-5/---5---5---5-5-5---5-5-5---5-5-| Riff 9: e-|----------------------------------------| B-|----------------------------------------| G-|----------------------------------------| D-|----------------------------------------| A-|-7---7---7------5---5------3------------| E-|-5---5---5------3---3------1------------| Riff 10: P.M...................................| e-|-------------------------------------------------------| B-|-------------------------------------------------------| G-|-------------------------------------------------------| D-|-------------------------------------------4---5---4---| A-|---------4-5-----------4-5-----------4-5---2---3---2---| E-|-0-0-0-0-2-3---0-0-0-0-2-3---0-0-0-0-2-3---------------| Riff 11: P.M....| |.........| |.........| |.........| e-|------------------------------------------------------------ B-|------------------------------------------------------------ G-|------------------------------------------------------------ D-|---------5---------------5---------------4---------------4-- A-|-3-3-3-3-3---3-3-3-3-3-3-3---3-3-2-2-2-2-2---2-2-2-2-2-2-2-- E-|------------------------------------------------------------ P.M........| |..........| |.........| |..| ----------------------------------------------------- ----------------------------------------------------- ----------------------------------------------------- -------------3---------------3---------------2------- -2-2-1-1-1-1-1---1-1-1-1-1-1-1---1-1-0-0-0-0-0---0-0- ----------------------------------------------------- P.M.....| |..| -----------------| -----------------| -----------------| ---------2-------| -0-0-0-0-0---0-0-| -----------------| Riff 12: P.M....| P.M........| P.M........| P.M.......| e-|-----------------------------------------------------------| B-|-----------------------------------------------------------| G-|-----------------------------------------------------------| D-|---------10--------------10--------------7---------------8-| A-|-8-8-8-8-8---8-8-8-8-8-8-8---8-8-5-5-5-5-5---5-5-6-6-6-6-6-| E-|-----------------------------------------------------------| Add 4: e-|-------------| B-|-------------| G-|-------------| D-|-5---4---3---| A-|-3---2---1---| E-|-------------| Riff 13: e-|------------------------| B-|------------------------| G-|------------------------| D-|-----------2-----5------| A-|-4---2---4-0-4---3------| E-|-2---0---2---2----------| Riff 14: e-|---------------------| B-|---------------------| G-|---------------------| D-|-----------2---------| A-|-4---2---4-0-4---2---| E-|-2---0---2---2---0---| Riff 15: P.M. |.| |.| |.| e-|-------------------------------------------------------| B-|-------------------------------------------------------| G-|-------------------------------------------------------| D-|-----------2-----5-------5-------5-------5-------5\4---| A-|-4---2---4-0-4---3---3-3-3---3-3-3---3-3-3---3-3-3\2---| E-|-2---0---2---2-----------------------------------------| Add 5: P.M.......... .| e-|-----------------| B-|-----------------| G-|-----------------| D-|-----------------| A-|-----------------| E-|-0-0-0-0-0-0-0-0-| That was all the riffs, lads! This will show you when to play them: Intro x4 Riff 1 x12 Riff 2 x4 Add 1 x1 Add 2 x1 Riff 1 x4 Add 2 x1 Riff 1 x4 Add 2 x1 Riff 3 x4 Chorus x1 Riff 3 x2 Chorus x1 Riff 2 x4 Riff 1 x4 Add 2 x1 Riff 1 x4 Add 2 x1 Riff 3 x4 Chorus x1 Riff 3 x2 Chorus x1 Riff 4 x4 Riff 5 x1 Riff 4 x3 Riff 6 x1 Add 3 x1 Riff 7 x4 Riff 8 x4 Riff 9 x1 Riff 10 x4 Riff 11 x2 Riff 12 x1 Riff 11 x1 Riff 12 x1 Riff 4 x4 Riff 5 x1 Riff 4 x3 Riff 6 x1 Riff 1 x12 Add 4 x1 Add 1 x1 Riff 1 x4 Add 1 x1 Riff 1 x4 Add1 x1 Riff 3 x4 Chorus x1 Riff 3 x2 Chorus x1 Riff 2 x4 Riff 13 x1 Riff 14 x1 Riff 13 x1 Riff 14 x1 Riff 15 x1 Riff 14 x1 Add 5 x1 Riff 15 x1 Riff 14 x1 Add 5 x1 Outro x1


How do you play the harmonica part of 'That's What Friends Are For' on a guitar?

E|----------------|-------0-1-0----|----------------|--------1-0-----|--| B|--0-1-----0-1--|--0-1--------1-|------0-1-------|------1----1---|--| G|0-------0------|0--------------2|0-------------0-|-----2-------2-|0-| D|----------------|-----------------|----------------|3--3------------|--| A|----------------|-----------------|----------------|-----------------|--| E|----------------|-----------------|----------------|-----------------|--| E|----3-1---------|-----------------0-|1---------------| B|--------1-------|-----------3-1-----|----------------| G|----------0-----|0-------0----------|----------------| D|------------2-3|----2-3------------|----------------| A|----------------|--------------------|----------------| E|----------------|--------------------|----------------| E|----------------|--------0-1-0----|----------------|-------1-0-----|--| B|--0-1-----0-1-|---0-1-------1--|------0-1-------|------1----1---|--| G|0-------0------|-0--------------2|0------------0-|-----2-------2-|0-| D|----------------|------------------|----------------|3--3-----------|--| A|----------------|------------------|----------------|----------------|--| E|----------------|------------------|----------------|----------------|--|


What does E stand for on a math gcse paper?

"e" is known as EULER'S NUMBER."e" is the sum of an infinite geometric series = 1 + 1/1! + 1/2! + 1/3! + 1/4! ........ = approx 2.718Read more: In_math_what_does_e_stand_for


How many combinations of 6 numbers are there in 16 numbers What are these combinations?

There are 16C6 combinations = 16!/(6!(16-6)!) = 16!/(6!10!) = 8,008 possible combinations. Assuming the 16 numbers are the hexadecimal digits 0-F, they are: {0, 1, 2, 3, 4, 5}, {0, 1, 2, 3, 4, 6}, {0, 1, 2, 3, 4, 7}, ...., {0, 1, 2, 3, 4, E}, {0, 1, 2, 3, 4, F}, {0, 1, 2, 3, 5, 6}, ..., {0, 1, 2, 3, 5, F}, {0, 1, 2, 3, 6, 7}, ...., {0, 1, 2, 3, 6, F}, ...., {0, B, C, D, E, F}, {1, 2, 3, 4, 5}, ..., {9, A, B, C, D, E}, {9, A, B, C, D, F}, {9, A, B, C, E, F}, {9, A, B, D, E, F}, {9, A, C, D, E, F}, {9, B, C, D, E, F}, {A, B, C, D, E, F} I'll let you fill in the missing 7,990 possible combinations.


How do you solve for x when the natural log of the square root of x equals the square root of the natural log of x?

ln(√x)=√(lnx) because √x = x^(1/2), ln(x^(1/2))=√(lnx) using a logarithmic property, we can say that .5(lnx)=√(lnx) now, pretend that lnx=y .5y=√y square both sides .25y^2=y subtract y from both sides .25y^2 -y=0 factor y(.25y - 1)=0 so either y=0 or .25y -1 =0 If .25y -1=0, then y=4 so lnx=0 or lnx=4 lnx cannot equal zero because lnx=0 means e^x=0 and that is impossible. Now, we are left with lnx=4 Isolate x by making both sides of the equation powers of e: e^(lnx)=e^4 x=e^4, which is approximately 54.6 Lastly, check this answer by plugging e^4 back into the original equation: ln(√(e^4))=√(ln(e^4)) ln(e^2)=√(4(lne)) 2lne=2√1 2(1)=2 2=2 There you go!


Code of K'maps i n C plus plus?

#include<iostream> #include<string.h> //#include<graphics.h> //#include<dos.h> #include<math.h> using namespace std; int main() { // clrscr(); int c=1,c1=4,c2=1,c3=1,r[2000][10],c4=1,c5=1,p[2000][10],q[2000][10],o[2000][10],t[2000][10],s[2000][10],w[2000][10],i,l=1,j,k,m,u[2000][10],a[2000][10],v,e=0,g=1,f=1,h=0,b[2000][10],z[2000][10],y[6000][5],x[2000][10]; cout<<"Enter 0 for not selecting and 1 for selecting\n"; for(i=0;i<=15;i++) { cout<<"Enter the value for "<<i<<":"; cin>>v; if(v==1) { a[c][5]=i; m=i; while(c1!=0) { a[c][c1]=m%2; m=m/2; c1--; } c++; c1=4; } } for(i=1;i<c;i++) { for(j=1;j<c;j++) { for(k=1;k<=4;k++) { if(a[i][k]+a[j][k]==1) e++; } if(e==1) { for(k=1;k<=4;k++) { if(a[i][k]+a[j][k]!=1) b[f][g]=a[i][k]; else b[f][g]=3; g++; } b[f][5]=a[i][5]; b[f][6]=a[j][5]; g=1; f++; h++; } e=0; } if(h==0) { for(k=1;k<=4;k++) x[c2][k]=a[i][k]; c2++; } h=0; } c=0; for(i=1;i<f;i++) { for(j=1;j<i;j++) { for(k=1;k<=4;k++) { if(b[i][k]==b[j][k]) c++; } if(c!=4) e++; c=0; } if(e==i-1) { for(k=1;k<=6;k++) u[h+1][k]=b[i][k]; h++; } e=0; } for(i=1;i<=h;i++) { if(u[i][7]!=4) { for(j=1;j<=h;j++) { if(u[j][7]!=4) { if((u[i][6]==u[j][5])(u[i][6]==u[j][5])(u[i][5]==u[j][5])(u[i][5]==u[j][6])) { for(k=1;k<=h;k++) { if(u[j][6]==u[k][5]u[j][6]==u[k][6]u[j][5]==u[k][5]u[j][5]==u[k][6]) { for(e=1;e<=h;e++) { if(i!=j&&i!=k&&i!=e&&j!=k&&j!=e&&k!=e) { if(u[k][6]!=u[e][5]&&u[k][6]!=u[e][6]&&u[k][6]!=u[e][6]&&u[k][6]!=u[e][5]) u[j][7]=4; } } } } } } } } } cout<<endl; f=h+1; e=0;h=0;g=1;l=1;c=1; for(i=1;i<f;i++) { for(j=1;j<f;j++) { for(k=1;k<=4;k++) { if(u[i][k]+u[j][k]==1) e++; if((u[i][k]+u[j][k]==3)(u[i][k]+u[j][k]==4)) e=2; } if(e==1) { for(k=1;k<=4;k++) { if(u[i][k]+u[j][k]!=1&&u[i][k]+u[j][k]!=6) z[l][g]=u[i][k]; else z[l][g]=3; g++; } g=1; l++; h++; } e=0; } if(h==0) { for(k=1;k<=7;k++) w[c3][k]=u[i][k]; c3++; } h=0; } c=0; for(i=1;i<l;i++) { for(j=1;j<i;j++) { for(k=1;k<=4;k++) { if(z[i][k]==z[j][k]) c++; } if(c!=4) e++; c=0; } if(e==i-1) { for(k=1;k<=4;k++) t[h+1][k]=z[i][k]; h++; } e=0; } l=h+1; e=0;h=0;g=1;m=1;c=1;c1=4; for(i=1;i<l;i++) { for(j=i+1;j<l;j++) { for(k=1;k<=4;k++) { if(t[i][k]+t[j][k]==1) e++; if(t[i][k]+t[j][k]==3t[i][k]+t[j][k]==4) e=2; } if(e==1) { for(k=1;k<=4;k++) { if(t[i][k]+t[j][k]!=1&&t[i][k]+t[j][k]!=6) y[m][g]=t[i][k]; else y[m][g]=3; g++; } g=1; m++; h++; } e=0; } if(h==0) { for(k=1;k<=4;k++) r[c4][k]=t[i][k]; c4++; } h=0; } c=0;h=0; for(i=1;i<m;i++) { for(j=1;j<i;j++) { for(k=1;k<=4;k++) { if(y[i][k]==y[j][k]) c++; } if(c!=4) e++; c=0; } if(e==i-1) { for(k=1;k<=4;k++) s[h+1][k]=y[i][k]; h++; } e=0; } f=h+1; e=0;h=0;g=1;l=1;c=1; for(i=1;i<f;i++) { for(j=1;j<f;j++) { for(k=1;k<=4;k++) { if(s[i][k]+s[j][k]==1) e++; if((s[i][k]+s[j][k]==3)(s[i][k]+s[j][k]==4)) e=2; } if(e==1) { for(k=1;k<=4;k++) { if(s[i][k]+s[j][k]!=1&&s[i][k]+s[j][k]!=6) q[l][g]=s[i][k]; else q[l][g]=3; g++; } g=1; l++; h++; } e=0; } if(h==0) { for(k=1;k<=4;k++) p[c5][k]=s[i][k]; c5++; } h=0; } c=0; for(i=1;i<l;i++) { for(j=1;j<i;j++) { for(k=1;k<=4;k++) { if(q[i][k]==q[j][k]) c++; } if(c!=4) e++; c=0; } if(e==i-1) { for(k=1;k<=4;k++) o[h+1][k]=q[i][k]; h++; } e=0; } for(i=1;i<=h;i++) { cout<<1; } cout<<endl; for(i=1;i<c2;i++) { if(x[i][1]==0) cout<<"A'"; if(x[i][1]==1) cout<<"A"; if(x[i][2]==0) cout<<"B'"; if(x[i][2]==1) cout<<"B"; if(x[i][3]==0) cout<<"C'"; if(x[i][3]==1) cout<<"C"; if(x[i][4]==0) cout<<"D'"; if(x[i][4]==1) cout<<"D"; cout<<"+"; } c=0; for(i=1;i<c3;i++) { if(w[i][7]!=4) { if(w[i][1]==0) cout<<"A'"; if(w[i][1]==1) cout<<"A"; if(w[i][2]==0) cout<<"B'"; if(w[i][2]==1) cout<<"B"; if(w[i][3]==0) cout<<"C'"; if(w[i][3]==1) cout<<"C"; if(w[i][4]==0) cout<<"D'"; if(w[i][4]==1) cout<<"D"; cout<<"+"; } } cout<<endl; c=0; for(i=1;i<c4;i++) { for(j=1;j<=h;j++) { if(((o[j][1]-r[i][1])==2(o[j][1]-r[i][1])==3(o[j][1]-r[i][1])==0)&&((o[j][2]-r[i][2])==2(o[j][2]-r[i][2])==3(o[j][2]-r[i][2])==0)&&((o[j][3]-r[i][3])==2(o[j][3]-r[i][3])==0(o[j][3]-r[i][3])==3)&&((o[j][4]-r[i][4])==2(o[j][4]-r[i][4])==0(o[j][4]-r[i][4])==3)) c++; } for(j=1;j<c5;j++) { if(((p[j][1]-r[i][1])==2(p[j][1]-r[i][1])==3(p[j][1]-r[i][1])==0)&&((p[j][2]-r[i][2])==2(p[j][2]-r[i][2])==3(p[j][2]-r[i][2])==0)&&((p[j][3]-r[i][3])==2(p[j][3]-r[i][3])==0(p[j][3]-r[i][3])==3)&&((p[j][4]-r[i][4])==2(p[j][4]-r[i][4])==0(p[j][4]-r[i][4])==3)) c++; } if(c==0) { if(r[i][1]==0) cout<<"A'"; if(r[i][1]==1) cout<<"A"; if(r[i][2]==0) cout<<"B'"; if(r[i][2]==1) cout<<"B"; if(r[i][3]==0) cout<<"C'"; if(r[i][3]==1) cout<<"C"; if(r[i][4]==0) cout<<"D'"; if(r[i][4]==1) cout<<"D"; cout<<"+"; } c=0; } cout<<endl; for(i=1;i<c5;i++) { if(p[i][1]==0) cout<<"A'"; if(p[i][1]==1) cout<<"A"; if(p[i][2]==0) cout<<"B'"; if(p[i][2]==1) cout<<"B"; if(p[i][3]==0) cout<<"C'"; if(p[i][3]==1) cout<<"C"; if(p[i][4]==0) cout<<"D'"; if(p[i][4]==1) cout<<"D"; cout<<"+"; } // getch (); }


What is the strumming pattern to 'boulevard of broken dreams' by green day?

<!--StartFragment-->Riff 1: e|-----------------------| B|--8-9---9/13-11---8-9--| G|-----------------------| D|-----------------------| A|-----------------------| E|-----------------------| Riff 2: x3 e|------------------------------| B|-------8-9---9/13-11---8-9--9-| G|-10-10------------------------| D|------------------------------| A|------------------------------| E|------------------------------| e|---------------------------------------| B|--------8-9--9/13-11-13-13-13-13-13-13-| G|-10-10---------------------------------| D|---------------------------------------| A|---------------------------------------| E|---------------------------------------| e|---------------------------------------| B|-13-13-13-13-13-13-13------------------| G|---------------------------------------| D|---------------------------------------| A|---------------------------------------| E|---------------------------------------| Verse: F G# D# A# e|--1----4----6----6---| B|--1----4----8----6---| G|--2----5----8----7---| D|--3----6----8----8---| A|--3----6----6----8---| E|--1----4---------6---| Chorus: C#5 G#5 D#5 F5 x3 C#5 G#5 C5 e|---------------------------------------| B|---------------------------------------| G|--6---------8------------6---------5---| D|--6----6----8----3-------6----6----5---| A|--4----6----6----3-------4----6----3---| E|-------4---------1------------4--------| Outro: x3 e|--------------------------------------| B|--------------------------------------| G|--------------------------------------| D|--------------------------------------| A|-------4-4-4-6-6-6-5-5-5--------------| E|-1-1-1-------------------4-4-4-0-0-0--| e|--------------------------------------| B|--------------------------------------| G|--------------------------------------| D|--------------------------6-6-2-2-----| A|-------4-4-4-6-6-6-5-5-5--6-6-2-2-----| E|-1-1-1--------------------4-4-0-0-----|


Does GM recommend transmission flush?

no per gm Bulletin No.:0 4 - 0 6 - 0 1 - 0 2 9 E april 29,2010


Why e to the power 0 is equal to 1 in exponetial function?

anything to the power of 0 is 1 except for 0. 0^0 is an indeterminate form. one way to demonstrate this is x^a/x^a = x^(a-a) which can be rewritten as 1=x^0. since e is not 0 e^0=1. this only works to numbers not infinity.