Dear experts,
While going through Resnik & Halliday's book on Physics, I found the free fall acceleration section a bit confusing. We had been taught in earlier classes(at school) that the value of "g" for equations of uniformly accelerated motion would depend on the object going upward or downward. An object going upward would have a negative g, and one downward a positive g.
But in the book, they have explained that the value of g is always taken negative(g = -9.8 m/s2). They say that the correct way to interpret the sign of acceleration is that if the signs of acceleration and velocity match, the speed of a particle increases and if they differ, speed decreases. Which convention am I supposed to follow??
Dear experts,
While going through Resnik & Halliday's book on Physics, I found the free fall acceleration section a bit confusing. We had been taught in earlier classes(at school) that the value of "g" for equations of uniformly accelerated motion would depend on the object going upward or downward. An object going upward would have a negative g, and one downward a positive g.
But in the book, they have explained that the value of g is always taken negative(g = -9.8 m/s2). They say that the correct way to interpret the sign of acceleration is that if the signs of acceleration and velocity match, the speed of a particle increases and if they differ, speed decreases. Which convention am I supposed to follow??









