For the decision to purchase securities was razrab

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For the decision to purchase securities was razrab

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.


Additional information

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.

REFERENCE
For the decision to purchase securities has developed a system of market analysis. From historical data it is known that 5% of the market is a "bad" securities - unsuitable objects for investment. The proposed system detects 98% of "bad" securities as a potentially "bad", but also accounts for 15% of suitable investments as a potentially "bad".
Provided that the security has been identified as a potentially "bad", what is the likelihood that a security is really "bad"?
Please comment on the suitability of the system for making investment decisions.

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