DescriptionIn probability theory, a tree diagram may be used to represent a probability space. Tree diagrams may represent a series of independent events or conditional probabilities. Each node on the diagram represents an event and is associated with the probability of that event. You can make one.
4x+3=4x+3, feet=fe^2t, 3x−2=3x−2, feet=fe^2t
Step-by-step explanation:
Answer:
Alternate exterior angles : ∠g = ∠b , ∠h = ∠a (opposite sides and on outer side)
Alternate interior angles : ∠c = ∠f , ∠e = ∠d (opposite sides and on inner side)
Consecutive interior angles : ∠c = ∠e , ∠d = ∠f (same sides and on same line)
Corresponding angles : ∠e = ∠a, ∠f = ∠b, ∠g = ∠c, ∠h = ∠d (same sides on the line)
Linear pairs : ∠c and ∠e, ∠d = ∠f, (they add to 180)
Vertical angles : ∠c =∠b, ∠d = ∠a, ∠g=∠f, ∠e = ∠h (vertical angles)
To find equivalent ratios, it's connected to division. First, you have to know what a ratio is. The definition of a ratio relating to this problem would be like saying 4 out of the 12 people who attended the meeting brought with them a pencil. Looking at 4 and 12, they are both what? What are they both divisible by? To help with that, look at your multiplication tables, as well as whether both numbers are even or odd. I hoped that this helped somehow, and if you have any other questions on ratios or anything else I touched upon in my answer, just shoot me a question or message!
