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To find the length of segment PN when you know the lengths of segments PQ and QN, you can use the relationship that PN is the sum of PQ and QN. Specifically, if PQ and QN are adjacent segments along a straight line, then PN = PQ + QN. If they are not aligned, you would need additional information about their orientation to determine PN accurately.
What else can I help you with?
What is the Characteristic equation for JK Flip Flop?
Qn =JQ'+K'Q
How do you Derive the Instrumentation Amplifier Transfer Function?
Here is qn excellent article that explains step by step: http://MasteringElectronicsDesign.com/how-to-derive-the-instrumentation-amplifier-transfer-function/
Example of ATM programing by turbo c?
#include<stdio.h> #include<conio.h> #include<graphics.h> #include<stdlib.h> #define pf printf #define s scanf int gd=DETECT, gm, pa, o, b; int i; int x, y, i,ch,c; int c, m, p, qn, cm, mp, cp, cmp, n, k, p1, g,qcm,qmp,qcp,qc,qm,qp; void main() { initgraph(&gd,&gm," "); cleardevice(); line(0,0,639,0); line(0,0,0,479); line(639,0,639,479); line(639,479,0,479); line(589,479,0,479); randomize(); for(i=0;i<640;i++) { setcolor(i); x=rand()%639; y=rand()%480; putpixel (x,y,i); { setcolor(RED); settextstyle(3,0,5); outtextxy(60,100, "PROJECT IN DISCRETE"); setcolor(RED); settextstyle(3,0,5); outtextxy(80,135, "MATHEMATICS"); setcolor(i); settextstyle(2,0,5); outtextxy(120,192,"SUBMITTED BY :"); setcolor(i); settextstyle(2,0,5); outtextxy(120,202,"Cabrera"); setcolor(i); settextstyle(2,0,5); outtextxy(120,214,"Gaspar"); setcolor(i); settextstyle(2,0,5); outtextxy(120,226,"Molina"); setcolor(i); settextstyle(2,0,5); outtextxy(120,238,"Viray"); } setcolor(i); settextstyle(2,0,5); outtextxy(400,350,"U P L O A D i N G..."); setcolor(WHITE); outtextxy(i,378,"="); outtextxy(i,406,"="); setcolor(WHITE); circle(i,400,10); delay(1); } cleardevice(); gotoxy(10,7); pf("Enter 1 for V E N N D I A G R A M "); gotoxy(10,8); pf("Enter 2 for S E T N O T A T I O N"); gotoxy(10,10); printf("Input: "); s("%d",&pa); cleardevice(); { if(pa==1) { { line(0,0,639,0); line(0,0,0,479); line(639,0,639,479); line(639,479,0,479); line(589,479,0,479); randomize(); for(i=0;i<640;i++) { setcolor(i); x=rand()%639; y=rand()%480; putpixel (x,y,i); { setcolor(i); settextstyle(9,0,5); outtextxy(60,100, "V E N N"); setcolor(i); settextstyle(9,0,5); outtextxy(80,165, "D I A G R A M"); } setcolor(i); settextstyle(2,0,5); outtextxy(400,350,"U P L O A D i N G..."); setcolor(YELLOW); outtextxy(i,378,"="); outtextxy(i,406,"="); setcolor(WHITE); circle(i,400,10); delay(1); } sleep(1); cleardevice(); } gotoxy(10,7); pf("Enter 1 if the Outside is missing. 3 Circle. "); gotoxy(10,8); pf("Enter 2 if the Total is missing. 3 Circle."); gotoxy(10,11); printf("Choice : "); s("%d",&p1); for(g=1;g<=8;g++) { if(p1==1) { cleardevice(); gotoxy(32,8); pf("Input the Values for the following variables:"); gotoxy(32,11); pf("X:"); gotoxy(32,12); pf("Y:"); gotoxy(32,13); pf("Z:"); gotoxy(32,14); pf("XY:"); gotoxy(32,15); pf("XZ:"); gotoxy(32,16); pf("YZ:"); gotoxy(32,17); pf("XYZ:"); gotoxy(32,18); pf("Outside:"); gotoxy(32,19); pf("Total Number:"); { if(g==1){gotoxy(42,18);pf("----");gotoxy(42,11);s("%d",&c);} if(g==2){gotoxy(42,18);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);s("%d",&m);} if(g==3){gotoxy(42,18);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);s("%d",&p);} if(g==4){gotoxy(42,18);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);pf("%d",p);gotoxy(42,14);scanf("%d",&cm);} if(g==5){gotoxy(42,18);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);pf("%d",p);gotoxy(42,14);pf("%d",cm);gotoxy(42,15);s("%d",&cp);} if(g==6){gotoxy(42,18);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);pf("%d",p);gotoxy(42,14);pf("%d",cm);gotoxy(42,15);pf("%d",cp);gotoxy(42,16);s("%d",&mp);} if(g==7){gotoxy(42,18);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);pf("%d",p);gotoxy(42,14);pf("%d",cm);gotoxy(42,15);pf("%d",cp);gotoxy(42,16);pf("%d",mp);gotoxy(42,17);s("%d",&cmp);} if(g==8){gotoxy(42,18);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);pf("%d",p);gotoxy(42,14);pf("%d",cm);gotoxy(42,15);pf("%d",cp);gotoxy(42,16);pf("%d",mp);gotoxy(42,17);pf("%d",cmp);gotoxy(50,19);s("%d",&k);} cleardevice(); }} { qcm=cm-cmp; qmp=mp-cmp; qcp=cp-cmp; qc=c-(qcp+cmp+qcm); qm=m-(qcm+cmp+qmp); qp=p-(qcp+cmp+qmp); qn=k-(cmp+qcp+qcm+qmp+qc+qm+qp); } cleardevice(); setcolor(RED); rectangle(600,450,40,40); setcolor(YELLOW); circle(250,200,125); setcolor(GREEN); circle(375,200,125); setcolor(BLUE); circle(313,300,125); gotoxy(39,15); printf("%d",cmp); gotoxy(30,4); printf("X"); gotoxy(49,4); printf("Y"); gotoxy(23,12); printf("%d",qc); gotoxy(55,12); printf("%d",qm); gotoxy(39,23); printf("%d",qp); gotoxy(39,9); printf("%d",qcm); gotoxy(30,18); printf("%d",qcp); gotoxy(49,18); printf("%d",qmp); gotoxy(63,25); printf("%d",qn); gotoxy(39,27); setcolor(WHITE); outtextxy(310,435,"Z"); } for(g=1;g<=8;g++) { if(p1==2) {cleardevice(); gotoxy(32,8); pf("Input the Values for the following variables:"); gotoxy(32,11); pf("X:"); gotoxy(32,12); pf("Y:"); gotoxy(32,13); pf("Z:"); gotoxy(32,14); pf("XY:"); gotoxy(32,15); pf("XZ:"); gotoxy(32,16); pf("YZ:"); gotoxy(32,17); pf("XYZ:"); gotoxy(32,18); pf("Outside:"); gotoxy(32,19); pf("Total Number:"); { if(g==1){gotoxy(42,19);pf("----");gotoxy(42,11);s("%d",&c);} if(g==2){gotoxy(42,19);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);s("%d",&m);} if(g==3){gotoxy(42,19);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);s("%d",&p);} if(g==4){gotoxy(42,19);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);pf("%d",p);gotoxy(42,14);scanf("%d",&cm);} if(g==5){gotoxy(42,19);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);pf("%d",p);gotoxy(42,14);pf("%d",cm);gotoxy(42,15);s("%d",&cp);} if(g==6){gotoxy(42,19);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);pf("%d",p);gotoxy(42,14);pf("%d",cm);gotoxy(42,15);pf("%d",cp);gotoxy(42,16);s("%d",&mp);} if(g==7){gotoxy(42,19);pf("----");gotoxy(42,11);pf("%d",c);gotoxy(42,12);pf("%d",m);gotoxy(42,13);pf("%d",p);gotoxy(42,14);pf("%d",cm);gotoxy(42,15);pf("%d",cp);gotoxy(42,16);pf("%d",mp);gotoxy(42,17);pf("%d",cmp);gotoxy(42,18);s("%d",&n);} cleardevice(); }} { qcm=cm-cmp; qmp=mp-cmp; qcp=cp-cmp; qc=c-(qcp+cmp+qcm); qm=m-(qcm+cmp+qmp); qp=p-(qcp+cmp+qmp); qn=k-(cmp+qcp+qcm+qmp+qc+qm+qp); } cleardevice(); setcolor(RED); rectangle(600,450,40,40); setcolor(YELLOW); circle(250,200,125); setcolor(GREEN); circle(375,200,125); setcolor(BLUE); circle(313,300,125); gotoxy(39,15); printf("%d",cmp); gotoxy(30,4); printf("X"); gotoxy(49,4); printf("Y"); gotoxy(23,12); printf("%d",qc); gotoxy(55,12); printf("%d",qm); gotoxy(39,23); printf("%d",qp); gotoxy(39,9); printf("%d",qcm); gotoxy(30,18); printf("%d",qcp); gotoxy(49,18); printf("%d",qmp); gotoxy(63,25); printf("%d",qn); gotoxy(39,27); setcolor(WHITE); outtextxy(310,435,"Z"); } } getche(); } { if(pa==2) { { line(0,0,639,0); line(0,0,0,479); line(639,0,639,479); line(639,479,0,479); line(589,479,0,479); randomize(); for(i=0;i<640;i++) { setcolor(i); x=rand()%639; y=rand()%480; putpixel (x,y,i); { setcolor(i); settextstyle(9,0,5); outtextxy(60,100, "S E T"); setcolor(i); settextstyle(9,0,5); outtextxy(50,165, "N O T A T I O N"); } setcolor(i); settextstyle(2,0,5); outtextxy(400,350,"U P L O A D i N G..."); setcolor(YELLOW); outtextxy(i,378,"="); outtextxy(i,406,"="); setcolor(WHITE); circle(i,400,10); delay(1); } sleep(1); cleardevice(); } printf("ogi"); getche(); } } cleardevice(); gotoxy(10,10); printf("--END--"); getche(); }
Is the distance between two real numbers p and q equal to the absolute value of p and q?
No. First, the answer depends on how distance is defined. There are many ways of defining metrics. With the common definition "Euclidean distance", in 2 or more dimensions, the distance between P and Q is calculated using the generalised form of Pythagoras's theorem. Thus, if P = (p1, p2, ..., pn) and Q = (q1, q2, ... , qn) are the coordinates of points P and Q in n-dimensional space, then the distance PQ is qiven by |PQ|2 = (p1 - q1)2 + (p2 - q2)2 + ... + (pn - qn)2 and so |PQ| is the principal square root of the above. In 1-dimensional space (along a line), this simplifies to |PQ|2 = (p1 - q1)2 so that |PQ| = |p1 - q1| and this will always be less than or equal to abs(p and q).
How do you find the sum of a geometric series?
Let's say Un=aqn and Sn=a+aq+aq2+aq3+aq4+aq5+...+aqn Sn = a (1+q+q2+q3+q4+q5+...+qn) A=(Sn/a) - q (Sn/a) = (1+q+q2+q3+q4+q5+...+qn) - q(1+q+q2+q3+q4+q5+...+qn) A=1+q+q2+q3+q4+q5+...+qn-q-q2-q3-....-qn-qn+1=1-qn+1 So A = 1-qn+1 = Sn/a (1-q) So Sn = a (1-qn+1)/(1-q)
What are some nouns that begin with the letter qn?
There are no nouns in the English language that begin with the letters qn.
Immunoglobulin A Qn?
what is immunoglobulin for
What colour are the balls used in the event of snow?
yellow, according to http://www.ussoccer.com/News/Womens-National-Team/2010/03/USA-Defeats-Mexico-in-First-Ever-Snow-Game-For-WNT.aspx the other answers to the jabulani quiz; qn 2. - 7 qn 3; - humberto suazo qn 4; - 35 matches qn 5; - 1962
What is the characteristic equation for d flip-flop?
QN+1=T exor QN
What is the average cost to construct a commercial building?
This is not a stupid Qn. The gentle man who asked this Qn is genious. The average cost of a commercial building is the funds which is in your hands.
2 letter words containing letter q?
sq, hq, aq, eq, cq, dq, iq, pq, qq, gq, kq, nq, rq, xq, qn, qb, qr, qs, qu, qe, qp, ql, qm, qq, qt, qv, qy, qa, qc, qd, qf, qh
If hcg qn was 154 how far along are you?
4 months
Is an octopus qn invertebre?
Yes. An Octopus has no internal skeleton.
In the application of the doctrine of intention to create legal relation it is based on policy consideration or does the court seeks to discover the intention of the parties?
i dont' know, i have the same qn too
What is the Characteristic equation for JK Flip Flop?
Qn =JQ'+K'Q
