Answer:
r=23
Step-by-step explanation:
sum: quantity obtained by addition
r+13.8=36.8
r=36.8-13.8
r=23
-3,-6 is the right answerrrrrrrr
Answer:
You will submit your completed work from the "Explore: Famous People" assignment here. Type or copy/paste your response directly into the space provided.
As a reminder, the activity instructions are included below:
Using Spanish resources, research a famous historical figure from a Spanish-speaking country. You may consider finding information on Miguel Hidalgo, Simón Bolívar, José de San Martín, Benito Juarez or Ferdinand and Isabel.
In 1-2 Spanish paragraphs, write a brief biography and then describe his/her important contributions. In addition, explain this person's significance in the country where he/she is from.
You will be graded on (1) evidence of research conducted, (2) appropriateness of response, and (3) overall quality of your response.
You may use outside sources (Internet, books, magazines, etc.) to gather information for this assignment. However, be sure not to copy the information directly from those sources. Copying information and presenting it as your own work is considered plagiarism and will result in a failing grade. You will need to rephrase the information into your own words and cite the source of the information you used.
Step-by-step explanation:
Answer:
0.3723
Step-by-step explanation:
Since the number of girls = X
Probability of girls p = 0.53
Probability of boys q = 0.47
Number of observation n = 4
A) conditions for binomial distribution are
1: The number of observations n must be fixed.
2: Each observation is independent. 3: Each observation represents one of two outcomes ("success" or "failure").
B) for the question n = 4
p (probability of success for girls) = 0.53
C) n=4, r (number of trials) = 2
Using binomial expansion
4C2 *(p)² *(q)² = 6* (0.53)² * (0.47)²
= 0.3723
Therefore, the probability of the family having two boys and two girls is 0.3723.
Answer:
111 is a great place to be your friend
Step-by-step explanation:
I am not it to 3rd or 3rd to be friends
