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how to find X1,X2 and Y1andY2 coordinates of (A) on topographic map.
Constructing a Topographic Map 7.7 Construct a simple topographic map by drawing contour lines. Early topographic maps were constructed by first surveying an area and establishing the elevations at numerous locations. The surveyor then sketched contour lines on the map by estimating their position between the points of known elevation Today, topographic maps are made by computers from radar data or a series of stereoscopic aerial photographs similar to those in Figure 7.2. The data from these images is processed...
Suppose you are standing on a hill. You have a topographic map, which uses rectangular coordinates (ry) measured in miles. Your global positioning system says your present location is at one of the following points (pick one): A: (1.4) B: (4.-9) C: (-4,9) D: (1.-4) E: (2.0) F: (0,3) Your guidebook tells you that the height h of the hill in feet above sea level is given by 11 = 5000 - ar? - by2 where a = 30 ft...
Find the general solution of x1= - x2
f(x1, x2) = -2(x1)(x2)+ (x1)^3 + (x2)^3 a) Find a maximum in the region where x1 ≤ 1 and x2 ≤ 1 (Hint: remember to check what happens when x1 = 1 and x2 = 1) b) Now consider (x1, x2) ∈ R 2 , that is, the entire two-dimensional space where x1 and x2 are in[−∞,+∞]. Is there a maximum?
Let X1 and X2 have joint PDF f(x1,x2)=x1+x2 for 0 <x1 <1 and 0<x2 <1.(a) Find the covariance and correlation of X1 and X2. (b) Find the conditional mean and conditional variance of X1 given X2 = x2.
X1 , X2 , X3 ~ exponential(1) then find P(max(X1 , X2 , X3)<2 | X1 + X2 + X3 = 3) = ?
QUESTION 2, Determine the equations of the elastic curve using the coordinates the x1 and X2, specify the slope and deflection at B. El is constant w A B a X2 L o
Find all the solutions (x1,x2, ,%) with Find all the solutions (x1,x2, ,%) with
Linear transformation
how to calculate cov(x1,x2), cov(x2,x3),cov(x3,x1)? and how to calculate var(x1),var(x2),var(x3)? Given three random variables Xi, X2, and X such that X[Xi X2 X 20 -1 E [X] ,1-10 | and var(X)=Σ-| 0 3 0. 1 0.5 1 compuite: 2