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evanwall91
29.10.2019 •
Mathematics
Maya says that value of the 6 in 0.006 is 1/10 of the value of the 6 in 0.6 . is she correct? explain
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Ответ:
No she's not correct
1/10 of 0.6= 0.06
Step-by-step explanation:
Step one :
The value of 6 in 0.006 is equivalent to 1/1000 of 6
To check weather it correctly corresponds 1/10 of 0.6=
0.6/10= 0.06
Ответ:
1
The correct option is A
2
The correct option is C
3
The correct option is C
Step-by-step explanation:
From the question we are told that
The proportion of the winning bid from a regular bidder is![P(R) = 0.60](/tpl/images/1761/2707/b2273.png)
The proportion of the winning bid from a occasional bidders is![P(O) = 0.30](/tpl/images/1761/2707/cecf4.png)
The proportion of the winning bid from a first- time bidders is![P(F) = 0.10](/tpl/images/1761/2707/5103a.png)
The proportion of satisfactory jobs done by a regular bidders is![P(R|S) = 0.90](/tpl/images/1761/2707/a7979.png)
The proportion of satisfactory jobs done by a occasional bidders is![P(O|S) = 0.80](/tpl/images/1761/2707/8bf5e.png)
The proportion of satisfactory jobs done by a first- time bidders is![P(F|S) = 0.60](/tpl/images/1761/2707/51932.png)
Generally the probability that a job will be done by a first-time bidder and be satisfactory is mathematically represented as
=>![P(F n S) = 0.10 * 0.60](/tpl/images/1761/2707/b48ff.png)
=>![P(F n S) = 0.060](/tpl/images/1761/2707/f231b.png)
Generally the probability that a job will be satisfactory is mathematically represented as
=>![P(S) = 0.84](/tpl/images/1761/2707/39d24.png)
Generally given that a job is satisfactory, what is the probability that it was done by a regular bidder is mathematically evaluated as