If a particle is moving around a curve in the unit circle and you find it needs

Question

If a particle is moving around a curve in the unit circle and you find it needs to be released at 3 seconds and the time it takes to reach the target is 6 seconds. Then the time the target is hit is 9 seconds but I don't understand why the time the target is hit is 9 seconds why isn't it just the 6 seconds? Can you please explain thanks. If a particle is moving around a curve in the unit circle and you find it needs to be released at 3 seconds and the time it takes to reach the target is 6 seconds. Then the time the target is hit is 9 seconds but I don't understand why the time the target is hit is 9 seconds why isn't it just the 6 seconds? Can you please explain thanks. If a particle is moving around a curve in the unit circle and you find it needs to be released at 3 seconds and the time it takes to reach the target is 6 seconds. Then the time the target is hit is 9 seconds but I don't understand why the time the target is hit is 9 seconds why isn't it just the 6 seconds? Can you please explain thanks.

Explanation / Answer

the unit circle is given by x2 +y2 =1. The time required to release is 3 seconds and then to reach the target is 6 seconds therefore total t1+t2 =3+6=9 seconds. t1 is initial time and then t2 is the final time to reach the target.

Related Questions

Navigate

• Browse (All)
• Browse I
• Subjects

---

---

Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.