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More Old MCQ

Orphaned Multiple Choice Questions (MCQ) due to changes of exam system.
  • If the population of a city increases by 10% each year, during which year will the population doubled?
  • It is defined as a hydrograph with a volume of 1 inch of runoff resulting from a rainstorm of specified duration and a real pattern.
  • What do you call differential equations wherein replacing the independent variable $x$ with $kx$ and the dependent variable $y$ by $ky$ gives the same differential equation? $k$ is a nonzero constant.
  • The total surface area of a regular tetrahedron is 339.482 cm2. Find the measure of the edge of this tetrahedron.
  • Ten stones are placed in a straight line on the ground, at intervals of two feet.
  • Cadastral surveying is a branch of surveying that deals with
  • Find a number such that 2/3 of the number increased by one is 13.
  • In how many days will the original gang of pipe layers, under the supervision of foreman B, finish the original pipe-laying job?
  • If a pair of dice is tossed 6 times, what is the probability of obtaining a total of 7 or 11 twice, a matching pair once, and any other combination 3 times?
  • The stability of a floating body is determined by the relative position of the center of gravity of the floating body and its metacenter.
  • M. Poirot and Miss Marple walk into a turned-off escalator to realize that he is able to walk 3 steps during the time she needs to walk only 2.
  • The sum of the interior angles of a polygon of n sides is four times the sum of its exterior angles. Find the value of n.
  • For a given GP, a1 = 5/21 and r = 1.2. Calculate the product of the first 21 terms.
  • Evaluate the $\tan (\arctan 3 - \arctan 2)$.
  • Solve for x if log_x 8 = 3/4.
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