JK is of JL. L (28, 12) K (?, ?). J ) (-7,-2

Q: Use the distance formula to find the distance from (2, 5) to (-3, 10).

A: To find the distance between two points (2,5) and -3,10. Solution: Using distance formula, distance…

Q: The distance d from P1 = (2, - 5) to P2 = (4, - 2) is d =______

A: We have to find the distance d between P1 = (2, -5) to P2 = (4, -2).

Q: QR is located at Q(-5, -8) and R(-1, 3). Which pair of points would form a segment congruent to QR ?…

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Q: In the figure attached, find XW if yw bisects <XYZ and XY = 9, YZ = 12 and XZ = 10.

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Q: Find the point P such that v Q = (8.75, -6.25, -4.5) P = PQ has the components (-0.25, -15.25,…

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Q: The distance d from P1 = (3, - 4) to P2 = ( - 2, 1) is d =___________

A: Given P1 = (3, - 4) to P2 = ( - 2, 1)

Q: point

A: Please refer to the image below

Q: B 12 15 2x + 1.5 For what value of x will segment DE be parallel to segment BC?

A: Given, ∆ABC  AD = 6 ;  DB = 12  AE = 2x +1.5  ;  CE = 15   We have to find the value of x ; such…

Q: A PQR is similar to A XYZ. Drag the answer into the box to match each part of A PQR with the…

A: We have given ∆PQR  and ∆XYZ are similar.

Q: Let P=(- 2, - 1,3). The find distance from the point P to the plane x+ 2y + 2z = 10. The distance =…

A: solution:-plain: x+2y+2z=10point: (-2, -1, 3)formula for foot of perpendicular on the plain from…

Q: Find the midpoint P between (–1, 2) and (3, –6).

A: Given : Points Q(-1, 2) and R(3, -6)

Q: Find the imaginary part of the z where z is the result of dividing the number z1 =2.3 - i 17.1 by…

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Q: R-R 14. Find between 0 and 360 degrees so that

A: Given, is radian then we have, So, the angle in degree =angle in radian The radian measure of an…

Q: distance between (0, 0) and (½a, ½a√3)

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Q: Find the distance d between the two parallel planes x + 2y 2z = −2 and x + 2y = 2z = 1.

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Q: Find the distance in between the point P(0, 2, – 4) and the point Q(3, – 2, – 3). -

A: Given:P0,2,-4 and Q3,-2,-3

Q: d. (-1,4) 11π b. (-3,) c. (3,- 6 5π 2

A: (r, θ)=-3, 11π6(x, y)=(r cosθ, r sinθ)        =-3cos11π6, -3 sin11π6       =-332, 32In the second…

Q: Determine the midpoint that lies between the two given points. (3π, 3) and (6π, 9)

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