An aluminum block of mass m1 = 2.65 kg and a copper block of mass m2 = 8.15 kg are connected by a light string over a frictionless pulley. They sit on a steel surface as shown in the figure below, where θ = 39.0°. (See the table below for the appropriate coefficients of friction). If the blocks move, determine the magnitude of their acceleration. (If the blocks do not move, enter 0.)
what have you tried so far?
well im stuck because so far ive solved for the acceleration but when i replace the variables with the actual values and simplify the answer is wrong
if you find that it accelerates, you're going to have to use the coefficients of kinetic friction to find acceleration...
yes i did do that.. but it says my answer is within 10% of the correct value.. i dont know what im doing wrong
-T+8.15gsin39 - muk*8.15gcos39 = 8.15a T-muk*2.65g=2.65a
those your equations?
-T+8.15gsin39 - .36*8.15gcos39 = 8.15a T-.47*2.65g=2.65a
my equation is : (m2gsin39-fk2-fk1)/(m1+m2)=a
that'll work, if you have the right friction forces...
compare your values to - .36*8.15gcos39 and -.47*2.65g
my friction forces are fk1=12.21 and fk2=22.35
yep
the value i got for acceleration was 1.45 m/s2
but it still says that im incorrect
does my answer seem correct? or am i off
seems right
i dont know whats wrong with that problem.. i used the same exact value for acceleration to find the tension and it said i got the correct value for the tension
could just be a glitch.. ill tell my professor about it but thank you for your help :)
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