Asked by joy
                A 2.26 kg object is subjected to three forces that give it an acceleration
a= −(8m/s^2)i + (6m/s^2)j. If two of the three forces are F1 = (36.2 N)i + (18N)j and F2 = −(12N)i + (8N)j,find the third force.
            
        a= −(8m/s^2)i + (6m/s^2)j. If two of the three forces are F1 = (36.2 N)i + (18N)j and F2 = −(12N)i + (8N)j,find the third force.
Answers
                    Answered by
            Scott
            
    f = m a
net force = -[(8m/s^2)/(2.26 kg)]i +
[(6m/s^2)/(2.26 kg)]j
subtract F1 and F2 from the net force to find F3
    
net force = -[(8m/s^2)/(2.26 kg)]i +
[(6m/s^2)/(2.26 kg)]j
subtract F1 and F2 from the net force to find F3
                    Answered by
            Damon
            
    F = ma
so
F= -8*2.26 i + 6*2.26 j
so
-8*2.26 = 36.2 -12 + F3x
and
6*2.26 = 18 + 8 + F3y
and then
F3 = F3x i + F3y j
    
so
F= -8*2.26 i + 6*2.26 j
so
-8*2.26 = 36.2 -12 + F3x
and
6*2.26 = 18 + 8 + F3y
and then
F3 = F3x i + F3y j
                    Answered by
            Damon
            
    F = m * a not m / a
    
                    Answered by
            Damon
            
    or a/m :)
    
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