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jok3333 [9.3K]
3 years ago
5

Which case allows for more than one triangle with the given measures to be constructed?

Mathematics
2 answers:
sesenic [268]3 years ago
6 0
The answer is b hope I helped.

Anton [14]3 years ago
5 0
<span>three sides measuring 16 m, 10 m, and 5 m</span>
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Find p[b] in each case: (a) events a and b are a partition and p[a] = 3p[b]. (b) for events a and b, p[a ∪ b] = p[a] and p[a ∩ b
nirvana33 [79]

Answer:

Case(a): p[b]=\frac{1}{3}p[a]

Case(b): p[b]=0

Case(c):  p[b]=\frac{1}{2}p[a\cap b]

Step-by-step explanation:

Given

(a) events a and b are a partition and p[a] = 3p[b].

(b) for events a and b, p[a ∪ b] = p[a] and p[a ∩ b] = 0.

(c) for events a and b, p[a ∪ b] = p[a]− p[b].

we have to find the p[b] in each case:

Case (a): events a and b are a partition and p[a] = 3p[b].

gives p[b]=\frac{1}{3}p[a]

Case (b):  for events a and b, p[a ∪ b] = p[a] and p[a ∩ b] = 0.

p[a\cup b]=p[a] ⇒p[a]+p[b]-p[a\cap b]=p(a) ⇒ p[b]=0  ∵  p[a ∩ b] = 0.

Case(3):  for events a and b, p[a ∪ b] = p[a]− p[b].

p[a ∪ b] = p[a]− p[b]

⇒ p[a]+p[b]-p[a\cap b]=p[a]-p[b]

⇒ 2p[b]=p[a\cap b]

⇒  p[b]=\frac{1}{2}p[a\cap b]

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