Related Questions

Riaz spent 20% of his income on taxes and 20% of the remainder on rent . What percent of his income has he spent on rent ?
A 12
B 14
C 16
D 18
Alam spent 20% of his income on taxes and 20% of the reminder on rent. What per cent of his income he has spent on rent?
A 12
B 14
C 16
D 18
During a month, Jalil used 1/6 of his monthly salary for a car payment and an amount which is 1.25 times more than the car payment for rent. What fraction of his monthly salary did Jalil use that month the car payment and rent combined?
A 5/24
B 3/8
C 7/12
D none of these
Alam spent 20% of his income on taxes and 20% of the remainder on rent. What percent of his income he has spent on rent?
A 12
B 14
C 16
D 18
If the members of the Public service Commission are V ,W and Z , and If the Rent control Commission is to have as many members in common with the Public Service Commission as the rules allow , the Rent Control Commission must consist of __
A U , W and Z
B V, X and Z
C X, y and Z
D V , W and Z
If X , and Z are both selected for the Public service Commission , and If U is selected for the Rent Control Commission , each of the following pairs of people could be the other two members of the Rent Control Commission except.
A V and W
B V and Z
C W and Y
If the members of the Public Service Commission are V,W, and Z, and if the Rent Control Commission is to have as many members in common with the public service commission as the rules allow, the Rent Control Commission must consist of
A U,V, and W
B V,W, and Z
C V,W, and Z
D V,X and Y
   ABCDEF1NameBasicHouse Rent 45%MedicalW.S (কল্যাণ তহবিল চাঁদা)Net Salary2Hafiz17,500?900350?House Rent বের করার সূত্র কোনটি?
A = B2+45%
B B₂+C2
C =B2 * 45%
D =B2/45%
Five people want to rent the last two copies of a movie. How many ways can these five people rent the two movies?
A 10
B 9
C 8
D 7
Consider a company that assembles computers. The probability of a faulty assembly of any computer is p. The company therefore subjects each computer to a testing process. This testing process gives the correct result for any computer with a probability of q. What is the probability of a computer being declared faulty?
A pq + (1 - p) (1 - q)
B (1 - q)p
C (1 - p)q
D pq

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