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vladimir2022 [97]
2 years ago
14

Plz plz plz help me with this question

Mathematics
2 answers:
Gnoma [55]2 years ago
8 0
My teacher told be to try and think of it as a circle, because circles are 360 degrees. Then to place those angles in the circle and it should make it easier to find the angles, because when you see it in the circle, you can divide it into 4 parts so that you would then have 4, 90 degree angles that you can then work off of by placing those angles you need to find into the circle. It was supposed to make it easier, and i genuinely hope that you can do this. You got this, and you will get through the pain of math tonight and many more. Good luck. ^-^
enyata [817]2 years ago
3 0
Vertical: opposite from each other (will have same degree)
Alternate exterior: the angles outside that are opposite of eachother (will have same degree)
Alternate interior: angles inside that are opposite of eachother (will have same degree)
Corresponding: the angle on the same side at the same level (will have same degree) example for corresponding: use picture for this question: giving angle 1 the corresponding angle will be 5 why?? They are both above the dividing line and are left of the parallel lines j and k
4. v 1,4 5,8 3,2 7,6
5. ae 2,7 1,8
6. ai 3,6 4,5
7. C 1,5 3,7 4,8 2,6

8. Angle 1 = 135 Given* other angle will be 45 *
Angle 2= 45 supplimentary angle add up to 180 (1,2)
Angle 3= 45 supplumentary angles add up to 180 (1,3)/ vertical angles =each other (2,3)
Angle 4= 135 vertical angles = each other (1,4)
Angle 5= 135 complimentary angles = each other (1,5)
Angle 6= 45 corresponding angles = each other (6,2) alternate interior angles = each other (3,6)
Angle 7= 45 corresponding angles = each other (3,7) alternate exterior angles = each other (7,2)
Angle 8= 135 alternate exterior angles= each other (1,8) hope that's not too confusing let me know if this helped
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Find the area of the figure in the image attached. Round to the nearest tenth if necessary.
cricket20 [7]

Answer:

186 cm²

Step-by-step explanation:

<em>*First we can move the shape around a bit to make it simpler to solve. If we take the triangle from the left side and move it over to the right, it connects with the other piece to create a rectangle. This leave two rectangles total which is much easier to solve.</em>

<em>*To find the length of the right rectangle, you take the 22 cm at the bottom and subtract the 12 cm (which is being used as the length for the left rectangle). This will give you a length of 10 cm long.</em>

<u>Left rectangle:</u>

A = lh

A = 12 (8)

A = 96 cm²

<u>Right rectangle:</u>

A = lh

A = 10 (9)

A = 90 cm²

<u>Total:</u>

A = 90 + 96

A = 186 cm²

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