Question

How do I solve this with transversals?

Answer 1

pls helpss

Answer 2

Some important info you might need:
- Lines add up to 180 degrees.
- Transversal usually implies parallel lines, so there will be corresponding, alternating interior/exterior angles.

Answer 3

So you are given two angles, m<2 = 97 and m<6 = 83

With this info, you find the rest of the angles with simple addition and subtraction, since all lines have angles of 180.

Starting with m<1 and m<2:

m <1 +97 = 180
m<1 = 83.

Since you're looking for m<3, you could say that m<2 and m<3 are vertical angles, hence are congruent, so m<3 is also 97 degrees.

Answer 4

When it comes to angles 2 and 10, they are considered corresponding angels, so they are also congruent. Meaning m<10 is also 97 degrees,

m<9 is corresponding to m<1, which we solved earlier, so m<9 is 83 degrees.

Answer 5

You can apply this same logic to the second pair of angles, so let me know if you need additional assistance or need a check.