Answer:
the last answer
Explanation:
because they have so many electoriol votes in each state and who ever wins the most votes in each state wins the presidential election.
Answer: the probability of selecting a sugar cookies is 4/23
The probability of selecting an oatmeal cookies after eating a sugar cookies is 5/22
Explanation: probability is the chances of a possible outcome.
In the bag we have;
9 chocolate chip cookies
5 peanut butter cookies
4 sugar cookies
5 oatmeal cookies
Therefore the total cookies in the bag is
9 + 5 + 4 + 5 = 23
The probability of Sergio to randomly select sugar cookies in the bag is the member of sugar cookies all over the total number of cookies;
4/23
The probability of selecting an oatmeal cookies, after eating one sugar cookies is the number of oatmeal cookies all over the remaining total number of cookies after eating one sugar cookies.
5/22
Answer:
Attack enemies from a long distance without risking the lives of their men.
Answer:
RETROACTIVE INTERFERENCE
Explanation:
There are two kinds of retroactive interference. Proactive and retroactive. Janice falls under the proactive category. Proactive interference suggests that previously learned skill affects a new skill. Having learned French in the morning, she could not effectively articulate the Spanish that was learned in the afternoon.
Answer:
A.
Explanation:
The Facial Feedback Hypothesis is the theory that states the facial expression affects one's emotional state. This theory is based on the theories developed by Charles Darwin and William James.
<u>To prove this theory right, an experiment with a pen or pencil was done. In this experiment, the participant was asked to hold a pen or pencil in the mouth between the teeth which will force the edges of the lips to raise tend to make the person smile. This activity will make the person feel happy according to the facial feedback hypothesis. This hypothesis suggests that the facial expressions have the power to change the emotional state of a person as well</u>.
So, the correct answer is option A.