number 4 please! thanks! 14 Calculate and find the modulus of (3 – V2i)? PAV V...
13 Find all solutions to 6 tan” x 20 tan x + 6 = 0 14 Calculate and find the modulus of (3 – V2i)?
show all work please, thanks Find the projection of vector v onto line L. v = <5,-1,2>, L: x=3, y + 4 22 3 # 1 , 2: Find the projection of vector 1. =(5,-1,2), l: x = onto line f. y+4 3, -1 Z-2 3 y + 4 22 3 # 1 , 2: Find the projection of vector 1. =(5,-1,2), l: x = onto line f. y+4 3, -1 Z-2 3
Please write/type clearly. 0 3 (1 point) Find the orthogonal projection of v= -18 -14 | onto the subspace V of R³ spanned by -2.. 4 and 2. 1 projv(v) =
sorry guys, im a bit confused. could someone please explain how the ‘x’ to the power of 3 was achived. does it not have to be multiples by the y? thanks 9, 46 of ° Rex, y) = (х2)3 - zs.x. (8) - ( -) (x-3---| # c»,9) = Ч. 4 = (-4) (ог ,ч) = f (x,8%) ot (x = 0-2s {}=4 ) со, ) = (0-25 +4= (1,4- 1 | f(o-2ѕ, ч]=1) Armex
3. Problem 4B-14 The elastic modulus of a large number of specimens is to be determined; to save time, it is proposed to record the force-extension curves directly from the crosshead of the machine. Do you agree with the proposi- tion? Why?
Please find I for #1. find V for #2. find R for #3. find I, I1, I2 for #4. find R (v=12V) , I1, I2 for #5. Show work please, Thanks! 4r find I I 8.52 find V 20 HE R a.. 8. find B ZA 4V 4.3.62 find I, 260 52 find 202 I, 2 lor
Please Do all of number 2. thanks and show detailed work. shear modulus of aluminum ter has a lengtnxed fro gletingthe rod's weight,H nung from the other end o Lar stress on the rod, and ) the vertical deflection of the end of the ro a) Find the gravitational field of the rod a part-ohe e) Calculate the gravitational potentiass m and ch p ess on ng them the other end of the rod. The shear modulone 2. A uniform...
Please circle all 4 answers in order. Thanks. the derivative as specified. Using the definition calculate the derivative of the function. Then find the values of pe=Q f(x) = 1 + x2, f'( -8), f'(o), P (9) p(-8)=0 f(0) = 0 P(9)=
Can you please do number 4 using the information from number 3 3. (10 pts.) Find a linear function which interpolates cos(z?) on the interval [0, V). Use 1 = I= to define the function and then use your function to approximate cos(x²) dr. and 4. (10 pts.) Repeat the last problem, but find a quadratic function using the values I = 0, =V. Then, use your function to approximate the integral.
please solve these questions for me, thanks! 1) csc 23 Find the value of the trig function indicated. 35 3) csc 9 4) tan e 22 14 5) tan e 15 12 102 6) sec 0 15