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Write the equation of motion. 3r Massless 3m 2k 3k 3r Massless 3m 2k 3k
X = o,1,2,3 and P(X)= 2k,3k,13k,2k. how is this problem done? a random variable X has a probability distribution as follows done? What is K and why is its value .05 Total probability = 1 2k+3k+13k+2k= 1 k= .05 p(x<2)= 2k + 3k = 5k = 5*.05=.25 Answer is B 0.25
need full solution icnl Mea easare 3ki 2k Kemve all Souées Aa ot uk er to heasurt 3k 3k 4k icnl Mea easare 3ki 2k Kemve all Souées Aa ot uk er to heasurt 3k 3k 4k
3K aAinite Joad 2 K 2K 20 K dl -8V
For the following system (a) write the equation of motion in terms of the vertical displacement of mass that both pulleys are massless and frictionless m and (b) find the natural frequency of the system. Assume X 4h аЕ во
Find the vector projVu. v=3i−j+3k, u=10i+11j+2k
→ For A-si + 3^-4k, B =-31 + 5j + 3k, and = 4j-2k, find C . (A-B). Need Help? E Readit .1 L-watchi
Express the series 32 – 20 33 - 21 3k+1 – 2k-1 + 51 52 using the sigma notation.
1) Find Vas in the circuit below. A R2 2K- 3K 1mA - GND 2) Find I in the circuit below. GND 3) Find Vas in the circuit below.
a b с 3. If a = i-2j+3k and b 3i+j + 2k, find a unit vector along c which is a linear combination of a and b and also perpendicular to b.
a force f= 3i+cj+2k acting on a particle causes displacement , d=-4i+2j+3k. If the work done is 6 joule then the value of c. Plz. Solve