1. Given the set of vertices, determine whether the quadrilateral is a rectangle, rhombus, or square:
** Find the distance and slope or each line segment.
A (−4,2), B (0,3), C (1,−1), D (−3,−2)
This quadrilateral is a… A (Rhombus) B (Rectangle) C (square)
1. Given the set of vertices, determine whether thequadrilateral is a rectangle, rhombus, or square:...
QUESTION 1 Quadrilateral WXZY is a square. If the measure of angle XYZ = 4x + 15, find the value of x. 15 15 18.75 7.5 2 points QUESTION 2 Determine whether parallelogram JKLM with vertices J(-1, 1), K(4, 1), L(4, 6) and M(-1, 6) is a rhombus, square, rectangle or all three. rhombus square rectangle rhombus, square and rectangle 2 points QUESTION 3 In rectangle JKLM, JK is equal to 12 feet, and LN is equal...
16. The vertices of a rhombus are located at (a, o), (0, b), (-a, o), and (0, -b), where a, b>0. What is the midpoint of the side that is in Quadrant 11? 00(2-0) 0d (6-2) 17. The vertices of a kite are located at (0, a), (b, 0), (0, -c), and (-0, 0), where a, b, c, d > 0. What is the slope of the side in Quadrant IV? 1QQ10 1 ololo 1
Determine whether a figure with the given vertices is a parallelogram. Use the method indicated. A(4.5), B(-7, -10), C(-4,-9), D(7,6); Distance and Slope Formulas Yes: The opposite sides are congruent and have the same slope. No: The opposite sides have the same slope. No; The opposite sides are congruent and have the same slope. Yes, The opposite sides have the same slope.
4. Let ABCD be a rectangle with vertices A-(0,0), B 4,0) C(4,3), D (0,3) Suppose an isometry f: RR maps ABCD to a new rectangle PQRS where P-f(A)(2,4) and R- f(C)(2,9) Find all possible isometries f, and the remaining points Qf(B) and S-f(D) of the new rectangle.
For each statement concerning the parallelogramABCD, determine whether it is true or false. i. BC can be the base of the parallelogram. ii. AB can be the height of the parallelogram iii. AD can be the height of the parallelogram3. Shearing a triangle changes _______ of the triangle. A. area B. base C. height D. perimeter4. If you have a string of a certain length to form a shape with the greatest area, which shape will you form? A. circle B. square C. rhombus D....
2-1/2dz if C is a polygonal line with vertices 2,1 + i,-1 i,-2 (without the segment [-2,2) and z-1/ is a principal value. Hint: consider a particular branch which is analytic on the contour uate the following integrals (all contours are positively oriented): cosh(z) 3 dz if C is a square of vertices 1 ti,-1ti C 2 sin(2) dz if C is a circle 3 2(2,2 2 3 dz if C is a rectangle with sides along the lines x-1,x--1,y...
kz (a) (10 pts.) Evaluate the integral dz. Hint: consider the rectangle with vertices at R and R+π. Show that the integral along the vertical segments vanishes as R -> oo, while the integral along the top segment is a constant multiple of the integral along the bottom segment. (b) (2 pts.) Using part (a), find the Fourier transform of 1/cosh z. kz (a) (10 pts.) Evaluate the integral dz. Hint: consider the rectangle with vertices at R and R+π....
VA $ d B ABCD is not a rhombus because the slope of the diagonals are opposite reciprocals. ABCD is not a rhombus. The lengths of AD and BC is 4.1 units but the lengths of AB and DC is 6 units. ABCD is a rhombus because sides AB and DC have a slope of 2 and sides BC and AD have a slope of zero. The opposite sides of a rhombus must have the same slope to be parallel....
Three point charges are arranged as shown below at three vertices of a rectangle. Find the electric potential (Voltage) at the upper left corner without a charge given the following: Q13 nC, Q2-1 nC, Q3-3 nC, 1- 4m, and r2-10 m. Q3 (in units of V) Submit Answer Tries 0/2 A pair of point charges attract each other through Coulumb's interaction with a force of 500 N when they are placed at a distance of 120 m apart. If the...
f(x,y)=〖2x〗^2-12x+y^2-6y+10 (a). Explore the function for local minima and maxima: find critical points and determine the type of extremum. (b). Explore the given function for absolute maximum in the closed region bounded by the triangle with vertices (0,0), (0,3) and (1,3) (c). Identify if there are any critical points inside the rectangle. (d). Explore the function at each of three borders. (e)Determine absolute maximum and minimum. (f). Find critical points of the given function f(x,y) under the constrain x^2-y^2 x=4x+10