Force is a vector. What then is a vector? Think about how you would give directions to a friend. You would not say, just walk half a mile. The person may walk a half mile in the wrong direction! More information is needed. You may say, follow this particular road for a half mile. You may say, look for the green house on Sumter St. In both examples, you provided a direction. You also gave the distance. In other words, you provided a vector. You did not just give a distance. Both pieces of information are needed to find a location. This is just like describing forces. To explain forces, both size and direction are needed. Notice the girl in Figure 1.1. She is pushing the swing away from herself. Thats the direction of the force. She can give the swing a strong push or a weak push. 

Question: "When you say, "Follow this particular road for a half mile," what kind of information are you providing in addition to distance?"

Response: "Energy"

Based on the paragraph, is the response to the question is factually correct?

OPTIONS:
- no
- yes
no
Kraft är en vektor. Vad är då en vektor? Tänk på hur du skulle ge anvisningar till en vän. Du skulle inte säga, bara gå en halv kilometer. Personen kan gå en halv mil i fel riktning! Mer information behövs. Du kan säga, följ just denna väg en halv mil. Du kan säga, leta efter det gröna huset på Sumter St. I båda exemplen gav du en riktning. Du gav också distansen. Med andra ord, du gav en vektor. Du gav inte bara ett avstånd. Båda delarna av informationen behövs för att hitta en plats. Det är precis som att beskriva krafter. För att förklara krafter behövs både storlek och riktning. Notera flickan i figur 1.1. Hon trycker bort gungan från sig själv. Det är kraftens riktning. Hon kan ge svingen en kraftig knuff eller en svag knuff. Fråga: "När du säger: "Följ den här vägen en halvmil", vilken information ger du utöver avstånd?" Svar: "Energi" Baserat på paragrafen, är svaret på frågan sakligt korrekt? ALTERNATIV: - nej - ja
Power is a vector. What is a vector? Consider how you would give instructions to a friend. You wouldn't say, just walk half a mile. The person can go half a mile in the wrong direction! More information is needed. You can say, follow this particular road half a mile. You can say, look for the green house on Sumter St. In both examples, you gave a direction. You gave the distance, too. In other words, you gave a vector. You didn't just give a distance. Both parts of the information are needed to find a location. It's just like describing powers. To explain forces, you need both size and direction. Note the girl in Figure 1.1. She's pushing the swing away from herself. That's the direction of power. She can give the swing a strong push or a weak push. Question: "When you say, "Follow this road a half mile," what information do you give beyond distance?" Answer: "Energy" Based on the paragraph, is the answer to the question factually correct? ALTERNATIVE: - no - yes
nt
nt