Which statement and reason should go in step 5 to complete Manuel's flowchart proof?
@ganeshie8
@whpalmer4
please
its urgent please
I really need this one
Apparently this question repels users from helping so many ppl have looked at it and gone away
Maybe we all looked at it, thought "she should be able to do that" and went on? :-) Look at your four choices, and what you have established in the earlier steps. You have two basic options: the triangles match because they have angle-side-angle (ASA) matching, or the triangles match because they have side-angle-side (SAS) matching. Look at the three prior steps: what do they establish matches between the two triangles? Once you've decided on ASA or SAS, you need to pick the option which names the triangles correctly.
If i could do it by myself i wouldnt put it on here. I'm not one of those lazy ppl who just want stuff done for them. and i really dont understand this
but thanks for providing some form of help :)
Some form of help? I told you how to determine the correct answer. Look at each of steps 2, 3 and 4: identify whether each step is establishing the congruence of an angle or a side. Match those results with SAS or ASA. If the first one establishes the congruence of a side, the second one an angle, and the third one a side, you've got side-angle-side or SAS. If the first one establishes the congruence of an angle, the second one a side, and the third one an angle, you've got angle-side-angle or ASA. If you didn't get one of those choices, try again until you do. If you still don't think you know how to do it, ask a specific question about the problem.
i got H. SAS do you notice any traps in this problem? my teacher wants us to list traps like obstacles or stuff that will confuse us
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