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lobatospitones
19.11.2019 •
English
Use the following passage to answer the question. (1) water is something most of us take for granted. (2) if we need a cold drink or want to take a shower, water is there. (3) if we want to water our yards or wash the dishes, water is there. (4) for many parts of the world, however, this is not true. (5) water is not everywhere it's miles away. (6) to get water involves a long walk to and from the source. (7) traditionally it is the job of women and children to spend their days searching for water. (8) then, they gather it to bring back to their homes. (9) sadly, even after that water is found, only some of its clean and safe enough to drink. (10) a number of groups across the globe have spent decades people get better access to water. (11) one such organization is called water.org (12) it was started in 2009 by actor matt damon and gary white, the co-founder of water partners. (13) what have they accomplished so far which sentence is missing an apostrophe for a contraction?
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Ответ:
You could say: For many parts of the world, this isn't true.
Ответ:
Line CM belons to triangle BCM
The triangles BCL and BCM has a coomon side, the side BC, this side is congruent.
If Angle XBA = Angle YCA, then:
Angle ABC or angle MBC of triangle BCM = Angle ACB or angle LCB of triangle BCL
If line BE is the bisector of angle ABC, then divides it into two equal parts, then angle MBL must be congruent with angle LBC
If line CD is the bisector of angle ACB, then divides it into two equal parts, then angle LCM must be congruent with angle MCB
As angle MBC is congruent with angle LCB, the angles MBL, LBC, LCM, and MCB must be congruents too.
Then angle MCB in triangle MBC is congruent with angle LBC of triangle BCL.
Then, the two triangles BCM and BCL have a congruent side (BC) and the two adjacent angles are congruent too (angle MBC of triangle BCM with angle LCB of triangle BCL, and angle MCB of triangle BCM with angle LBC of triangle BCL).
Then by ASA the two triangles are congruents and the other two sides must be congruents too: Line BL of triangle BCL must be congruent with line CM of triangle BCM (because they are opposite to congruent angles: BL in triangle BCL is opposite to angle LCB, and CM in triangle BCM is opposite to angle MBC, and angles LCB and MBC are congruents).
I would use ASA to help me prove Line BL= Line CM