An oblong number is a composite (non-prime) number. If p and q are a factor-pair for an oblong number n, then the number n can be represented by a rectangle or oblong that is p units x q units.
(1) minimize the cost of shipping m units to ndestinations or (2) maximize the profit of shipping m units to n destinations.
Momentum is Mass * Velocity, therefore it is Kg*m/s Impulse is Force * Time, therefore it is N*sBy Newton's 2nd law, F=ma. Force(N) is equal to kg*m/s^2By substitution, (kg*m/s^2)*s = kg*m/s
Any metric or non-metric units can be represented by points on the plotted line.
The equation for this can be represented as: n/1261 = m2, where n is our target number and m is an integer Since there are an infinite number of integers to plug into m, there are an infinite number of perfect squares, which means there are an infinite number of solutions to n. n = m2 * 1261 The first few solutions could be: n = 1261, m = 1; (1261)/1261 = 12 = 1 n = 5044, m = 2; (5044)/1261 = 22 = 4 n = 11349, m = 3; (11349)/1261 = 32 = 9 n = 20176, m = 4; (20176)/1261 = 42 = 16 n = 31525, m = 5; (31525)/1261 = 52 = 25
A joule has units of N-m. It is a unit of energy or work.
the basic is 'J' however in si units it is 'N m'
N=(kg * m)/s^2
Since B is located between A and C, you can just add the two lengths together, so AC = m + n.your segment looks like this:A----B----Cwhere AB=m, BC=n, and AC=m+n
An oblong number is a composite (non-prime) number. If p and q are a factor-pair for an oblong number n, then the number n can be represented by a rectangle or oblong that is p units x q units.
(1) minimize the cost of shipping m units to ndestinations or (2) maximize the profit of shipping m units to n destinations.
M. N. Hughes has written: 'S I. units and conversion tables' -- subject(s): Metric system, Conversion tables
#include<iostream> using namespace std; #include<conio.h> void main() { char m[100]; int units[100],i,j,n; float x,tb; cout<<"enter the total number of bills to be calculate:\n"; cin>>n; for(i=1;i<=n;i++) { cout<<"\nenter the name \n:==>"; cin>>m; for(i=0;i<n;i++) { cout<<"\nenter the total units consumed \n:==>"; cin>>units[i]; } } if(units[i]<=100) { x=units[i]*0.6; tb=50+x; if(tb>300) { tb=0.15*tb+tb; } cout<<"\ncalculated bill:==>"; cout<<m<<tb; } else if(units[i]>100 && units[i]<=300) { tb=100*0.6+(units[i]-100)*0.8+50; if(tb>300) { tb=0.15*tb+tb; } cout<<"\ncalculated bill:==>"; cout<<m<<tb; } else if(units[i]>300) { tb=100*0.6+200*0.8+(units[i]-300)*0.9+50; if(tb>300) { tb=0.15*tb+tb; } cout<<"\ncalculated bill:==>"; cout<<m<<tb; } getch(); }
pascal
Yes, molarity is represented by M.
Momentum is Mass * Velocity, therefore it is Kg*m/s Impulse is Force * Time, therefore it is N*sBy Newton's 2nd law, F=ma. Force(N) is equal to kg*m/s^2By substitution, (kg*m/s^2)*s = kg*m/s
Any metric or non-metric units can be represented by points on the plotted line.