Answer:
Yes, it is higher if w ≥ 3.
Explanation:
Given,
Number of men = 6,
Number of women = w,
Ways of choosing 2 men = C(6,2),
There can be two cases,
Case 1 :
If w ≥ 3,
Then the number of ways of choosing 1 men and 1 women > Ways of choosing two men,
So, the probability of choosing 1 men and 1 women is greater than that of choosing two men,
For eg : If w = 8,


Similarly if w = 3,

Case 2 :
If 0 < w < 3,
Then the number of ways of choosing 1 men and 1 women < Ways of choosing two men,
So, the probability of choosing 1 men and 1 women is less than that of choosing two men
eg :

Answer:
1) in some cases, the same weigh boat will be used by all students: This is True, but the weigh boat must be properly labelled with the compound that is intended to be weighed.
2) the empty weigh boat must be tared (set to zero) before adding material.: This is true because to get accurate weight, it is required to tare the empty weigh boat so as to get the weight of the material alone and not factor in the weight of the empty weigh boat.
3) a paper towel should not be used to transfer product out of a weigh boat: This is true because you want to ensure that no impurities is mistakenly added into the material that is being weighed.
4) the balances in the lab can be zeroed out with a weigh boat on the balance: This statement is true because there must be a counter weight to zero an already existing balances.
5) plastic weigh boats can prevent spillage when weighing liquids into a beaker: This is True because the plastic would help to ensure that the liquids is directly poured into the beaker without spillage.
Explanation:
Mr. White finds the monkey's paw and wishes his last wish. The knocking immediately ceases.
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The alleles for the parents are BB and Bb
Answer:
A: The Song created a merit system that required its scholar-officials to score well on civil service exams, ensuring that they were educated. They also watched officials for corruption and took steps to move them from place to place on a regular basis to help prevent them from taking bribes.
Explanation: