F=4(N);F=4(N);F=4(N);
m=10(kg);m=10(kg);m=10(kg);
t1=1(s); t2=2(s);t_1=1(s);\;\;t_2=2(s);t1=1(s);t2=2(s);
Solution:
a=Fm=410=0.4(m/s2);a=\frac{F}{m}=\frac{4}{10}=0.4(m/s^2);a=mF=104=0.4(m/s2);
s=a⋅t22;s=\frac{a\cdot t^2}{2};s=2a⋅t2;
W=F⋅s=F⋅a⋅t22;W=F\cdot s=F\cdot\frac{a\cdot t^2}{2};W=F⋅s=F⋅2a⋅t2;
W1=F⋅a⋅t122=4⋅0.4⋅122;=0.8(J);W_1=F\cdot\frac{a\cdot t_1^2}{2}=4\cdot\frac{0.4\cdot 1^2}{2};=0.8(J);W1=F⋅2a⋅t12=4⋅20.4⋅12;=0.8(J);
W2=F⋅a⋅(t22−t12)2=4⋅0.4⋅(22−12)2;=2.4(J);W_2=F\cdot\frac{a\cdot (t_2^2-t_1^2)}{2}=4\cdot\frac{0.4\cdot (2^2-1^2)}{2};=2.4(J);W2=F⋅2a⋅(t22−t12)=4⋅20.4⋅(22−12);=2.4(J);
W2W1=2.40.8=3.\frac{W_2}{W_1}=\frac{2.4}{0.8}=3.W1W2=0.82.4=3.
Answer: the ratio W(2)/W(1) is 3:1.
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