Regular pentagon JKLMN (not shown) with diagonals LN and KN Given: Find: MZLNK

Q: Exercise 1. Find the area of the polygon in R³ with corners (3, –4) (-7, 7), (5, 5), (–5, –6) and

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Q: What is the area of the triangle ABC with vertices А(1,2, 3), В(2,4, 3), C(1, 2, 0) ? Select one: O…

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Q: If MN || PQ in 00, explain why MNPQ is an isosceles trapezoid. (HINT: Draw a diagonal.) M N

A: Given in the circle MN is parallel to PQ. We need to show that MNPQ is an isosceles trapezoid.…

Q: 2. Find the area of the triangle PQR where P(0, 1, 1), Q(3, -2, 1), R(1,0, A. 4√2 B. 5√3 C. 12√3 C

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Q: Given: R(0,4), s(3,4) and T(3,0). RS is 3 units long. ST is 4 units long. Find the length of RT and…

A: Sum of any two sides of triangle must be greater than third side

Q: The points P: (-2,0,0), Q: (0,1,1) and R: (1,2,1) are givena. determine the angle in the triangle…

A: Solution  a) To determine the angle at corner Q in triangle ΔPQR, we can use the dot product…

Q: Show that for a hexagonal geometry, the co-channel reuse ratio, q, is given by the equation レニBN…

A: N = no of cells in the cluster I..e cluster size

Q: In the trapezoid TXYZ, TX = 5ZY. If the diagonals meet at 0, find an expression for TO in terms of…

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Q: x is the distance 1:- Show that the from morm Il x|l o7 2 to

A: We have to show that x of x is the distance from x to 0 Hence, x can e written as x−0 x=x−0 The…

Q: The pentagons JKLMN and PQRST are similar. Find the length x of TP.

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Q: Find the length of segment AB

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Q: 24. N. PR Coneruence:

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Q: Let A,BE Man, proe (A+B) = A' +B". (cheelk that the jth entries m eoch side are egual) egmal.)

A: We will prove the given result.

Q: 6. Given the figure, with PQ|| S7 Prove that Complete the two column proof below. Statement Reason…

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Q: If line n bisects CE, find CD. x + 6 4x - 21

A: It is given that line n bisects CE.Therefore,l(CD)=l(DE)