besides the gravitational force, a 2.80-kg object is subjected to one other constant force, the object starts from rest and in 1.20 s experiences a displacement of (4.20 i - 3.20 j) m. where the direction of j is the upward vertical direction. Determine the other force.
so what i think i should do...
i think i solve for acceleration first \[a = \frac{2(4.20 \hat i - 3.20 \hat j )}{(1.20)^2}\]
\[a = \frac{2(4.20 i - 3.20 j)}{1.44}\]
so now i use \[\sum y = ma\]
K so i think that u need help now : http://answers.yahoo.com/question/index?qid=20080911200716AAYdMDE please have a look if it does not help u then please tell
i mean \[\sum F_y = ma\]
@vishweshshrimali5
i dont understand that guy's notations o.O can you explain it to me simply :/
ouch ! it hurted me :D may be @vishweshshrimali5 help u
why was that you? lol
Hi @lgbasallote What's the problem
if what im doing is right
How did u calculate the acc. I mean by which formula \[v^2 = u^2 + 2aS\]
is it a horizontal force?
Is this the formula u used?
i was doing \[F_1 - W = ma\] \[F_1 - (2.8)(9.8) = 2.8 \times \frac{2(4.20 i -3.30j)}{1.44}\]
i used \[a = \frac{2d}{t^2}\]
is it a horizontal force?
i dont know...
doesnt seem to be
it has i and j
so is my solution right?
then we will have numerous answers as the force might also act in an angle,considering horizontal force as gravity corresponds to vertical displacement u can find the force acting which corresponds to 4.2m displacemnt in horizontal direction
im guessing the force is wherever the answer is simplest lol..im not a full-time physicist to determine infinite number of forces
if u simply do s=1/2gt^2 we get 7.2m so that corresponds to 3.2j in the vertical directio so wat does 3.2 correspond to?
1/2gt^2?
s=ut+1/2gt^2
oh g as i acceleration
that wud come to 9.45 so s=9.45 and then calculate a then F=ma and hence forcve in HORIZONTAL direction
wait tell me first...was i doing it right
no for dispalcement u cannot do 4.2-3.2 as they are in different directions
i didnt subtract them o.O
or u can do like this......resulatnt acceleeration isroot of a^2+g^2
then resultant displacement is root of 4.2 square +3.2square and then go for finding a
wait....was i doing it right a while ago???/
u undersatnd why i square and add and take square root as they are mutually perpendicular vectors
i wasnt finished yet anyway
u get it?
yes i do...what im asking is about my owrk
work*
no simple subtraction wont fewtch u answer u have to do it vectorially
i wasnt subtracting
it's like x - y i just put it there it's not yet finished
k go on and finally check ur answer with wat i told
\[F_1 = \frac{2(5.34)}{1.44} + 27.44\] \[F_1 = \frac{10.68}{1.44} + 27.44\] \[F_1 = 7.42 + 27.44\] \[F_1 = 34.86 N\]
is that correct?
can u expalin ur steps?
what do you mean?
explain your steps?
i did nothing fancy...it was just algebra..what do you mean explain o.O
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