Question

Pls help I'm stuck :)))))))))))))

Answer 1

Answer:The answer to your question is:Step-by-step explanation:DataM (0,0)N (12, 0)P (12, 16)1.- R midpoint MN S midpoint NP Rx = (12 + 0)/ 2 Ry = (0 + 0) / 2 Rx = 12/2 Ry = 0 Rx = 6 Ry = 0 R ( 6, 0) Sx = (12 + 12) / 2 Sy = (16 + 0) /2 Sx = 12 Sy = 8 S (12, 8)2.- slope MP = (16 - 0) / (12 - 0) = 16/12 = 4/3slope RS = (8 - 0) / (12 - 6) = 8 / 6 = 4/3 The solpes measure the same then they are parallel3.- length MN = length MN = length MN = length MN = 12 unitslength NP = length NP = length NP = length NP = 16 unitslength MP = length MP = length MP = length MP = 20 unitslength RS = length RS = length RS = length RS = 10 units4.- MP is twice the length of RS (20/10

Answer 2

The answer to your question is:

Explanation:

Data

M (0,0)

N (12, 0)

P (12, 16)

1.- R midpoint MN

S midpoint NP

Rx = (12 + 0)/ 2 Ry = (0 + 0) / 2

Rx = 12/2 Ry = 0

Rx = 6 Ry = 0 R ( 6, 0)

Sx = (12 + 12) / 2 Sy = (16 + 0) /2

Sx = 12 Sy = 8 S (12, 8)

2.-

slope MP = (16 - 0) / (12 - 0) = 16/12 = 4/3

slope RS = (8 - 0) / (12 - 6) = 8 / 6 = 4/3

The solpes measure the same then they are parallel

3.-

length MN =
`\sqrt{(x2 - x1)^(2)  + (y2 - y1)^(2) }`

length MN =
`\sqrt{(12 - 0)^(2)  + (0 - 0)^(2) }`

length MN =
`\sqrt{(144)^(2) }`

length MN = 12 units

length NP =
`\sqrt{(12 - 12)^(2)  + (16 - 0)^(2) }`

length NP =
`\sqrt{(0)^(2)  + (16)^(2) }`

length NP =
`\sqrt{256)^(2) }`

length NP = 16 units

length MP =
`\sqrt{(16 - 0)^(2)  + (12 - 0)^(2) }`

length MP =
`√((256)  + (144))`

length MP =
`√(400)`

length MP = 20 units

length RS =
`\sqrt{(8 - 0)^(2)  + (12 - 6)^(2) }`

length RS =
`√((64))  + (36)^(2) }`

length RS =
`√(100)`

length RS = 10 units

4.- MP is twice the length of RS (20/10)