Multiple Choice Question: There are 6 people lining up to pay telephone bills.

There are 6 people lining up to pay telephone bills. If two persons don’t want to follow each other, how many different line ups is possible?

More Old MCQ

Orphaned Multiple Choice Questions (MCQ) due to changes of exam system.

The pilot of an airplane left A and flew 200 miles in the direction S 20° 20' W. He then turned and flew 148 miles in the direction S 69° 40' E. If he now heads back to A, in what direction should he fly?
Convert the equation (3a + 2b)^2 into a polynomial.
A farmer owned a square field measuring exactly 2261 yards on each side. 1898 yards from one corner and 1009 yards from an adjacent corner stood a beech tree.
A company purchased an equipment for a total of P960M including its freight and installation charges. What is its annual depreciation charge if salvage value is zero and the sinking fund deposit factor is 0.0430?
In a 1:2:4 job mix concrete, how many parts is fine aggregates?
The graph of y = ax^2 + c has its vertex at (0, 4) and passes through the point (3, -5)
There are 6 people lining up to pay telephone bills.
For a given GP, a1 = 5/21 and r = 1.2. Calculate the product of the first 21 terms.
If it were two hours later, it would be half as long until midnight as it would be if it were an hour later. What time is it now?
Simplify and solve for y: $y = \ln \left( \dfrac{e^x}{e^{x - 1}} \right)$.
DNfS204-1 Calculate the uniform reaction of the beam in kN/m.
In a certain town there are 1000 married couples. Two-thirds of the husbands who are taller than their wives are also heavier and three-quarters of the husbands who are heavier than their wives are also taller.
Given the following equations: $ab = 1/8$, $ac = 3$, $bc = 6$. Find the value of $b$.
Dr. Reed, arriving late at the lab one morning, pulled out his watch and said, “I must have it seen to. I have noticed that the minute and the hour hand are exactly together every 65 minutes.” Does Dr. Reed’s watch gain or lose, and how much per hour?
A hollow glass bowl in the shape of a sphere of radius 4” is filled with water to a depth of 3”. If the water flows out through a small hole in the bottom so that the level drops 2”, how much water has escaped in in^3?

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