Math, asked by yashikarao8539, 1 year ago

Assume that the size of an organic type software product has been estimated to be 32,000 lines of source code. Assume that the average salary of software engineers be rs. 15,000/- per month. Determine the effort required to develop the software product and the nominal development time. Select one:

a. None of the mentioned

b. 75 pm and 17 month

c. 75 pm and 14 month

d. 91 pm and 14 month

Answers

Answered by santy2
14

Answer:

91 pm and 14 months

Step-by-step explanation:

We will apply the Construction cost estimation model

The formulas applied in this model are as follows:

Effort = x1 × (KLOC)^x2

Tdev = y1 × (Effort)^y2

Where :

KLOC = The estimated size of the software product expressed in Kilo lines of source code.

x1 , x2 , y1 , y2 are constants for each category of Software products.

Tdev - The estimated time to develop the software expressed in months.

Effort - Total effort required to develop the software measured in person - months.

For organic software the formula is given as :

Effort = 2.4(KLOC)^1.05

Tdev = 2.5(Effort)^0.38

Doing the substitution we have :

KLOC = 32000/1000 = 32

Effort =2.4(32)^1.05 = 91.331

Tdev = 2.5(91.331)^0.38 = 13.89 months which is approximately 14 months.

The answer is thus :

91 pm and 14 months.

Answered by keyboardavro
0

Answer:

Step-by-step explanation:

We will apply the Construction cost estimation model

The formulas applied in this model are as follows:

Effort = x1 × (KLOC)^x2

Tdev = y1 × (Effort)^y2

Where :

KLOC = The estimated size of the software product expressed in Kilo lines of source code.

x1 , x2 , y1 , y2 are constants for each category of Software products.

Tdev - The estimated time to develop the software expressed in months.

Effort - Total effort required to develop the software measured in person - months.

For organic software the formula is given as :

Effort = 2.4(KLOC)^1.05

Tdev = 2.5(Effort)^0.38

Doing the substitution we have :

KLOC = 32000/1000 = 32

Effort =2.4(32)^1.05 = 91.331

Tdev = 2.5(91.331)^0.38 = 13.89 months which is approximately 14 months.

The answer is thus :

91 pm and 14 months.

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