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Day 67-Dec 1-Btech-worksheet-Water demand

Total questions: 15

Worksheet time: 10mins

Name
Class
Date
1.

According to GOI Manual, the domestic water consumption for higher income groups ranges between —

a)

50–100 lpcd

b)

90–150 lpcd

c)

135–225 lpcd

d)

250–350 lpcd

2.

Industrial water demand in normal industrial towns is typically —

a)

10 lpcd

b)

20 lpcd

c)

50 lpcd

d)

100 lpcd

3.

Public purposes such as road washing and parks generally consume —

a)

Not exceeding 5%

b)

Not exceeding 10%

c)

Not exceeding 15%

d)

Not exceeding 20%

4.

Maximum water losses in a typical water supply system are generally —

a)

5%

b)

10%

c)

15%

d)

25%

5.

According to Kuichling’s formula, fire demand (in L/min) is —

a)

3182 P\sqrt{P}

b)

5663 P\sqrt{P}

c)

4640 P\sqrt{P}

d)

7000 P\sqrt{P}

6.

According to IS 1172:1993, domestic water demand for fully flushing systems is 200 lpcd. Choose True or False.

a)

True

b)

False

7.

Assertion: Industrial towns require higher per capita water demand. Reason: Many industries such as paper mills require very high water quantities per ton of production. Choose the correct option.

a)

A and R true; R correct explanation

b)

A and R true; R not correct explanation

c)

A true, R false

d)

A false, R true

8.

Required hydrant pressure for fire fighting is 100–150 kN/m².

a)

True

b)

False

9.

Theft and losses in water supply systems are generally about (a)   %.

10.

Annual per capita demand = total yearly demand / ( (a)   × 365).

11.

For cities with population < 50,000, the peak factor is ______.

a)

2

b)

2.5

c)

3

d)

3.5

12.

For small towns and villages, typical domestic water demand recommended is ______ lpcd.

a)

50

b)

60

c)

70

d)

90

13.

A town has a population of 25,000. Domestic water requirement is 135 lpcd. Calculate the total daily domestic demand.

(a)  

14.

Using Kuichling’s formula , estimate the fire demand for a population of 0.40 lakhs. Express the answer in L/min.

(a)  

15.

Average daily demand = 4 MLD. For population < 50,000, peak factor = 3. Find the maximum daily demand.

(a)