Question

What is the value of y? value Lines rand s are parallel. 4pts Which of these is a pair of same-side interior angles? A 24 and 26 B 24 and 25 C 25 and 26 2 2 3 5 2 8 6 7 Which term best describes line I? A parallel B perpendicular C transversal Which of these is a pair of alternate interior angles? A 21 and 23 Which of these explains why 24 = 28? A vertical angles theorem B alternate interior angles theorem C corresponding angles theorem B 21 and 25 C 23 and 25 S 1 pt I p In this figure mZ1 = 135º. Line I is the perpendicular bisector of AB.

Answer 1

we have

3x-4y=8

step 1

find the slope of the given line

isolate the variable y

4y=3x-8

y=(3/4)x-2

the slope of the given line is m=3/4

step 2

Remember that, if two lines are parallel, then their slopes are equal

so

option B and C are parallel lines to line b

Verify

Option B

we have

-3x+4y=6

4y=3x+6

y=(3/4)x+6/4

the slope is m=3/4. that means is parallel to line b

Option C

we have

3x-4y=6

4y=3x-6

y=(3/4)x-6/4

the slope is m=3/4. that means is parallel to line b

therefore

teh answer is option B and C