Watsdown is a new app being developed by Focus Youth Forum to provide educational and career-building resources to Ugandan youth. It will offer skills training, entrepreneurship programs, agricultural information, and linkages to markets. Currently in beta testing, Watsdown aims to provide an alternative to WhatsApp that transforms how youth spend their time and money online. By connecting users with experts, job opportunities, and each other, Watsdown hopes to reduce unemployment and poverty among Uganda's large youth population. An initial funding round of $15,000 is being sought to support the app's launch. Market research suggests a need for an educational social media platform in Uganda, and Watsdown's business plan projects sales growth
Mark Lewandowski is seeking a career in pharmaceutical drug development and clinical studies that combines his 16 years of experience in product development and project management for pressure-sensitive tapes with his current PharmD studies. He has a proven track record of developing new products, managing projects from start to finish, and has relevant skills in statistics, research, clinical trials, and product development. His goal is to utilize his knowledge and customer-focused approaches to solve problems and help develop and run pharmaceutical trials.
The document provides background on the creation of the euro zone and the euro currency. It summarizes the factors that led to convergence initially but then divergence during the global financial crisis, exposing weaknesses in some euro zone economies. The crisis is described as stemming from high sovereign debt, fiscal deficits, and structural economic problems. Rescue efforts like the EFSF and ESM were created but have so far failed to fully reassure markets. Specific issues facing Ireland, Portugal, Spain, Italy, and Greece are also outlined.
This document contains information about several workplace wellness programs. It discusses the elements and basics of wellness programs, including management support, leadership, mission/vision, assessment tools, interventions, tracking systems, outcome measurement, communication, and internal marketing. It provides details about specific wellness programs at companies like NorthWestern Energy, A Plus Health Care, Tricon Timber, and Glacier Bancorp. It discusses challenges faced by these programs and strategies used to develop, implement, and improve the programs over time.
Tampa Advisors values ParentCo at $620 million based on analyses of its subsidiaries MediaCo and ApparelCo. The firm recommends that ParentCo spin off MediaCo and ApparelCo as separate public companies, with each retaining a 51% stake. This would create $70 million in immediate shareholder value while allowing long-term growth. ApparelCo should then acquire FashionCo for no more than $150 million to create a combined apparel firm valued at $434 million, generating over $300 million in total value.
Koh Tze Loong is a Singaporean male with a Masters of Science from the National University of Singapore. He has over 15 years of work experience in research roles at A-Star, NUH, and currently GSK as a Quality Assurance Executive. His experience includes immunochemistry, microarray experiments, drug studies, environmental monitoring, and overseeing media simulations and sterility processes. He is proficient in various laboratory techniques and bioinformatics tools.
Organos de la Jurisdiccion InmobiliariaBladimir Peña
Este documento resume los principales recursos jurisdiccionales y administrativos en materia inmobiliaria en la República Dominicana. Explica recursos como la revisión por error material, la función calificadora, la partición amigable y el desglose de documentos a nivel jurisdiccional. También describe los recursos administrativos de reconsideración, jerárquico y jurisdiccional. Finalmente, ofrece opiniones sobre cada recurso y sus bases legales y requisitos.
This document outlines 5 simple rules of smart investing according to Wealthsimple, an online investment manager. The rules are: 1) Start early to benefit from compounding returns. 2) Keep costs low as high fees can significantly reduce long-term returns. 3) Diversify across multiple asset classes to reduce risk. 4) Ignore short-term market noise and stick to a long-term plan. 5) Do not try to pick individual stocks yourself as most professional stock pickers do not beat the market. Wealthsimple aims to help investors follow these rules by building low-cost, diversified portfolios and rebalancing automatically.
A presentation on the evolution of still cameraPalash Awasthi
The document summarizes the evolution of still cameras from their origins in the camera obscura to modern digital cameras. It traces key developments such as the daguerreotype in 1839, the introduction of dry plates in the 1850s which improved on the wet plate process, the popularization of film and handheld cameras with George Eastman's Kodak in the late 1880s, and the emergence of digital cameras in the 1980s. The document provides an overview of the major technological advances that have occurred in camera technology over centuries to enable portable photography.
Robinhood is a commission-free stock trading app founded in 2013 by Vladimir Tenev and Baiju Bhat that launched publicly in 2015. It has raised $66 million in funding and employs between 11-50 people. Robinhood aims to attract new investors by offering an easy-to-use, commission-free interface. While this may disrupt traditional brokerages, it may struggle to gain the trust of serious investors.
20 quick and easy cleaning tips that can really help in commercial cleaningPedro Martaan
While there are many commercial cleaning services in Melbourne and Sydney, your current aim must be to partner together with one which delivers impeccable services affordable prices. Here are some guidelines that will help you find commercial cleaning companies in Australia. visit www.infinitycleaning.com.au
Watsdown is a new app being developed by Focus Youth Forum to provide educational and career-building resources to Ugandan youth. It will offer skills training, entrepreneurship programs, agricultural information, and linkages to markets. Currently in beta testing, Watsdown aims to provide an alternative to WhatsApp that transforms how youth spend their time and money online. By connecting users with experts, job opportunities, and each other, Watsdown hopes to reduce unemployment and poverty among Uganda's large youth population. An initial funding round of $15,000 is being sought to support the app's launch. Market research suggests a need for an educational social media platform in Uganda, and Watsdown's business plan projects sales growth
Mark Lewandowski is seeking a career in pharmaceutical drug development and clinical studies that combines his 16 years of experience in product development and project management for pressure-sensitive tapes with his current PharmD studies. He has a proven track record of developing new products, managing projects from start to finish, and has relevant skills in statistics, research, clinical trials, and product development. His goal is to utilize his knowledge and customer-focused approaches to solve problems and help develop and run pharmaceutical trials.
The document provides background on the creation of the euro zone and the euro currency. It summarizes the factors that led to convergence initially but then divergence during the global financial crisis, exposing weaknesses in some euro zone economies. The crisis is described as stemming from high sovereign debt, fiscal deficits, and structural economic problems. Rescue efforts like the EFSF and ESM were created but have so far failed to fully reassure markets. Specific issues facing Ireland, Portugal, Spain, Italy, and Greece are also outlined.
This document contains information about several workplace wellness programs. It discusses the elements and basics of wellness programs, including management support, leadership, mission/vision, assessment tools, interventions, tracking systems, outcome measurement, communication, and internal marketing. It provides details about specific wellness programs at companies like NorthWestern Energy, A Plus Health Care, Tricon Timber, and Glacier Bancorp. It discusses challenges faced by these programs and strategies used to develop, implement, and improve the programs over time.
Tampa Advisors values ParentCo at $620 million based on analyses of its subsidiaries MediaCo and ApparelCo. The firm recommends that ParentCo spin off MediaCo and ApparelCo as separate public companies, with each retaining a 51% stake. This would create $70 million in immediate shareholder value while allowing long-term growth. ApparelCo should then acquire FashionCo for no more than $150 million to create a combined apparel firm valued at $434 million, generating over $300 million in total value.
Koh Tze Loong is a Singaporean male with a Masters of Science from the National University of Singapore. He has over 15 years of work experience in research roles at A-Star, NUH, and currently GSK as a Quality Assurance Executive. His experience includes immunochemistry, microarray experiments, drug studies, environmental monitoring, and overseeing media simulations and sterility processes. He is proficient in various laboratory techniques and bioinformatics tools.
Organos de la Jurisdiccion InmobiliariaBladimir Peña
Este documento resume los principales recursos jurisdiccionales y administrativos en materia inmobiliaria en la República Dominicana. Explica recursos como la revisión por error material, la función calificadora, la partición amigable y el desglose de documentos a nivel jurisdiccional. También describe los recursos administrativos de reconsideración, jerárquico y jurisdiccional. Finalmente, ofrece opiniones sobre cada recurso y sus bases legales y requisitos.
This document outlines 5 simple rules of smart investing according to Wealthsimple, an online investment manager. The rules are: 1) Start early to benefit from compounding returns. 2) Keep costs low as high fees can significantly reduce long-term returns. 3) Diversify across multiple asset classes to reduce risk. 4) Ignore short-term market noise and stick to a long-term plan. 5) Do not try to pick individual stocks yourself as most professional stock pickers do not beat the market. Wealthsimple aims to help investors follow these rules by building low-cost, diversified portfolios and rebalancing automatically.
A presentation on the evolution of still cameraPalash Awasthi
The document summarizes the evolution of still cameras from their origins in the camera obscura to modern digital cameras. It traces key developments such as the daguerreotype in 1839, the introduction of dry plates in the 1850s which improved on the wet plate process, the popularization of film and handheld cameras with George Eastman's Kodak in the late 1880s, and the emergence of digital cameras in the 1980s. The document provides an overview of the major technological advances that have occurred in camera technology over centuries to enable portable photography.
Robinhood is a commission-free stock trading app founded in 2013 by Vladimir Tenev and Baiju Bhat that launched publicly in 2015. It has raised $66 million in funding and employs between 11-50 people. Robinhood aims to attract new investors by offering an easy-to-use, commission-free interface. While this may disrupt traditional brokerages, it may struggle to gain the trust of serious investors.
20 quick and easy cleaning tips that can really help in commercial cleaningPedro Martaan
While there are many commercial cleaning services in Melbourne and Sydney, your current aim must be to partner together with one which delivers impeccable services affordable prices. Here are some guidelines that will help you find commercial cleaning companies in Australia. visit www.infinitycleaning.com.au
20 quick and easy cleaning tips that can really help in commercial cleaning
10 fisa functii recursive 1 23feb2012
1. void f(long n)
1. Pentru definiţia de mai jos a subprogramului f, ce {if (n!=0)
se afişează ca urmare a apelului f(121,1);? {if (n%2==0)cout<<n%10;
void f(long n, int i) f(n/10);
{if(n==0) cout<<i; if (n%2!=0)cout<<n%10;
if(n%3>0) f(n/3,i+1); }
} elsecout<<endl;
}
2. Pentru definiţia de mai jos a subprogramului f, ce
se afişează ca urmare a apelului f(125);? 8. Se consideră subprogramul f cu definiţia de mai jos.
void f(int n) Ce se va afişa în urma apelului f(12345);?
{ cout<<n%10; void f(long n)
if(n!=0) {if (n!=0)
{cout<<n%10; {if (n%2!=0)cout<<n%10;
f(n/100); f(n/10);
} if (n%2==0)cout<<n%10;
} }
elsecout<<endl;
3. Pentru definiţia de mai jos a subprogramului f, ce }
se afişează ca urmare a apelului f(26);?
void f (int x) 9. Se consideră subprogramul cu definiţia de mai jos.
{ if(x>0) Ce valoare se va afişa în urma executării instrucţiunii
{cout<<'x'; cout<<f(8); ?
f(x/3); int f (int n)
cout<<'y'; {int c;
} if (n!=0)
} {if (n%2==0)c=1+f(n/2);
elsec=f(n/2);
4. Pentru subprogramul f definit mai jos, ce se cout<<n%2;
afişează ca urmare a apelului f(15,2);? return c;
void f (int n, int x) }
{ if(x>n)cout<<'*'; elsereturn 0;
else }
{ f(n,x+4);
cout<<x%10; 10. Se consideră subprogramul cu definiţia de mai jos.
} Ce valoare are f(3,1)?
} int f(int n,int y)
{ if(n!=0)
5. Pentru definiţia de mai jos a subprogramului f, ce { y=y+1;
se afişează ca urmare a apelului f(10);? return y+f(n-1,y);
void f (int b) }
{if(3<=b) elsereturn 0;
{ f(b-2); }
cout<<'*';
} 11. Pentru funcţia f, definită mai jos, care este
elsecout<<b; valoarea f(1711)? Dar f(23169)?
} int f(int n)
{
6. Se consideră subprogramul cu definiţia de mai jos. if (n==0) return 0;
Ce valoare se va afişa în urma executării instrucţiunii else
cout<<f(12); ? if (n%2==0)return n%10+f(n/10);
int f (int n) else return f(n/10);
{int c; }
if (n!=0)
{if (n%2==1)c=1+f(n/2); 12. Pentrufuncţiile f1 şi f2 definitemai jos, stabiliţicare
elsec=f(n/2); este valoarea luif1(3). Dar f2(41382)?
cout<<n%2; long f1(int c)
return c; { if (c%2==1) return 1;
} else return 2;
else return 0; }
}
long f2(long n)
7. Se consideră subprogramul cu definiţia de mai jos. { if (n==0) return 0;
Ce se va afişa în urma apelului f(12345);? else return f1(n%10)+f2(n/10);
}
2. 13. Pentrufuncţiile f şi g definite maijos, scrieţi care void f(char c)
esterezultatul returnat la apelul g(11).Dar rezultatul { if (c>'A') f(c-1);
cout<<c;
returnat la apelul f(6)?
if (c>'A') f(c-1);
long g(long x)
}
{ if (x>9)return (x/10 + x%10);
elsereturn x;
} 21. Pentru subprogramul suma definitmai jos, scrieţi
valoarea expresieisuma(5,4).
long f(int c) int suma (int a,int b)
{ if (c<1)return 1; { if (a==0 && b==0) return 0;
elsereturn g(c+f(c-1)); else
} if (a==0) return 1+suma(a,b-1);
else return 1+suma(a-1,b);
14. Funcţia F are definiţia de mai jos. Ce valoareare }
F(3)?
int F(int n) 22. Funcţia f are definiţia de mai jos.
{if(n==0 || n==1) return 1; a) Ce valoarea are f(17)?
elsereturn 2*F(n-1)+2*F(n-2); b) Ce valoare are f(22)?
} int f(int n)
{if (n<=9) return 0;
15. Subprogramul f are definiţiade mai jos. Ce se va if (n%4==0) return 0;
afişa în urmaapelului f(12345);? return 1+f(n-3);
void f(long n) }
{if (n>9)
{cout<<n/100; 23. Funcţia f are definiţia de mai jos:
f(n/10); a) Ce valoare are f(16)?
} b) Scrieţi cea mai mare valoare de două cifre pe care
}
opoate avea n astfel încâtf(n)să fie egal cu 2.
int f(int n)
16. Funcţia f are definiţia de mai jos. Ce seva afişa în { if (n<=0) return -1;
urma apeluluif(12345,0);? if (n%2==0) return 0;
void f(long n, inti) if (n%3==0) return 0;
{if (i<n%10) return 1+f(n-10);
{ cout<<n%10; }
f(n/10,i+1);
} 24. Subprogramul afis este definit mai jos. Ce se
}
afişează ca urmare a apelului afis(8); ?
voidafis (int n)
17. Funcţia F are definiţia de mai jos. Ce valoareare {cout<<n;
F(18)? for (int i=n/2;i>=1;i--)
int F(int x) if(n%i==0)afis(i);
{if (x<=1) return x; }
else return x+F(x-2);
} 25. Subprogramul scrie este definit mai jos.Ce se
afişează ca urmare a apeluluiscrie(2,6); ?
18. Funcţia F are definiţia de mai jos. Ce valoareare void scrie (int x,int y)
F(5)? {cout<<x<<y;
int F(int x) if(x<y)
{if(x!=0) return x+F(x-1); {scrie(x+1,y-1);
elsereturn x; cout<<(x+y)/2;
} }
}
19. Se consideră subprogramul f definit mai jos.
a) Ce valoare are f(100)? 26. Subprogramul f este definit mai jos. Ce valoare
b) Scrieţi o valoare pentru x astfel încâtf(x)=1. are f(8,4)?
int f(int n) int f (intx,int y)
{ if(n==0) return 0; {if(x<y)return 1+f(x+1,y);
else return n%2+f(n/2); if(y<x)return 1+f(y+1,x);
} return 1;
}
20. Considerăm subprogramul recursiv definitmai jos.
Ce se vaafişa în urma apelului f('C');? 27. Ce se afişează ca urmare aapelului p(123);
dacăsubprogramul p are definiţia de mai jos?
3. void p (int x)
{cout<<x;
if(x!=0)
{p(x/10);
cout<<x%10;
}
}
28. Subprogramul f este definit mai jos.Ce se afişează
ca urmare a apeluluif(1,3);?
void f (int x,int y)
{int i;
for(i=x;i<=y;i++)
{cout<<i;
f(i+1,y);
}
}
29. Se consideră subprogramul recursiv f1definit mai
jos. Ce se va afişa în urmaapelului f1(5);?
void f1(int x)
{ if (x<=9)
{ cout<<x+1;
f1(x+2);
cout<<x+3;
}
}
30. Subprogramul afis este definit mai jos.Ce se va
afişa în urma apeluluiafis(17);?
void afis(int x)
{ if (x>3)
{ cout<<x-1;
afis(x/3);
cout<<x+1;
}
}