Can you help me with #17-34? HOMEWORK1.3 EXERCISES= See WORKED-OUT SOLUTIONSExs. 15, 35, and 49* = STANDARDIZED TEST PRACTICEExs. 2, 23, 34, 41, 42, and 53KEYSKILL PRACTICE1. VOCABULARY Copy and complete: To find the length of AB, withendpoints A(-7, 5) and B(4, -6), you can use the_?.2. * WRITING Explain what it means to bisect a segment. Why is itimpossible to bisect a line?EXAMPLE 1FINDING LENGTHS Line £ bisects the segment. Find the indicated length.for Exs. 3-103. Find RTif RS = 5 in.4. Find UWif Vw = in.8.5. Find EG if EF = 13 cm.R6. Find BC if AC = 19 cm.7. Find QR if PR = 9, in.8. Find LM if LN = 137 mm.M9. SEGMENT BISECTOR Line RS bisects PQ at point R. Find RQ if PQ = 4 inches.10. SEGMENT BISECTOR Point T bisects UV. Find UVif UT = 2, inches.ALGEBRA In each diagram, M is the midpoint of the segment. Find theindicated length.EXAMPLE 2for Exs. 11-1611. Find AM.12. Find EM.13. Find JM.x+52x7x8х — 6бх + 74x +5AMGM14. Find PR.15.) Find SU.16. Find XZ.бх — 1110x - 51x+ 154х — 452x + 355х — 22PMMMFINDING MIDPOINTS Find the coordinates of the midpoint of the segmentwith the given endpoints.EXAMPLE 3for Exs. 17-3017. C(3, 5) and D(7, 5)18. E(0, 4) and F(4, 3)19. G(-4, 4) and Н(6, 4)20. J(-7, –5) and K(-3, 7)21. Р( 8, -7) and Q01,5)22. S(-3, 3) and T(-8, 6)23. * WRITING Develop a formula for finding the midpoint of a segmentwith endpoints A(0, 0) and B(m, n). Explain your thinking.1.3 Use Midpoint and Distance Formulas19.......... 24. ERROR ANALYSIS Describe the error made infinding the coordinates of the midpoint of asegment with endpoints S(8, 3) and T(2, –1).8 - 2 3- (-1)= (3, 2)FINDING ENDPOINTS Use the given endpoint Rand midpoint M of RS to findthe coordinates of the other endpoint S.27. R(6, -2), M(5, 3)30. R(-4, -6), M(3, -4)25. R(3, 0), M(0, 5)26. R(5, 1), M(1, 4)28. R(-7, 11), M(2, 1)29. R(4, -6), M(-7, 8)DISTANCE FORMULA Find the length of the segment. Round to the nearesttenth of a unit.EXAMPLE 4for Exs. 31-3431.y32.33.a-3, 5)S-1, 2)05, 4)R2, 3)P(1, 2)T(3, -2)34. * MULTIPLE CHOICE The endpoints of MN are M(-3, -9) and N(4, 8).What is the approximate length of MN?A 1.4 units® 7.2 units© 13 units18.4 unitsNUMBER LINE Find the length of the segment. Then find the coordinate ofthe midpoint of the segment.37. ++-20 – 10 0 10 20 3035.36.-8 -644 -2 0 2439. +-638.40.-30-20-10-33-8 -6-4-241. * MULTIPLE CHOICE The endpoints of LF are L(-2, 2) and F(3, 1).The endpoints of JR are J(1, -1) and R(2, –3). What is the approximatedifference in the lengths of the two segments?@ 2.24® 2.86© 5.10D 7.9642. * SHORT RESPONSE One endpoint of PQ is P(-2, 4). The midpoint of PQis M(1, 0). Explain how to find PQ.COMPARING LENGTHS The endpoints of two segments are given. Find eachsegment length. Tell whether the segments are congruent.43. АВ: А(0, 2), В-3, 8)CD: C(-2, 2), D(0, –4)44. EF. E(1, 4), F(5, 1)GH: G(-3, 1), H(1, 6)45. JK: J(-4, 0), K(4, 8)LM: L(-4, 2), M(3, -7)46. O ALGEBRA Points S, T, and Plie on a number line. Their coordinatesare 0, 1, and x, respectively. Given SP = PT, what is the value of x?47. CHALLENGE Mis the midpoint of JK, JM = %, and JK = 3* – 6. Find MK.* = STANDARDIZED= See WORKED-OUT SOLUTIONSin Student Resources20TEST PRACTICE

Name: Can you help me with #17-34? HOMEWORK1.3 EXERCISES= See WORKED-OUT SOL
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Description: Can you help me with #17-34? HOMEWORK1.3 EXERCISES= See WORKED-OUT SOLUTIONSExs. 15, 35, and 49* = STANDARDIZED TEST PRACTICEExs. 2, 23, 34, 41, 42, and 53KEYSKILL PRACTICE1. VOCABULARY Copy and complete: To find the length of AB, withendpoints A(-7,