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More Old MCQ

Orphaned Multiple Choice Questions (MCQ) due to changes of exam system.
  • A hemispherical dome is 16 meters in diameter. If the bottom 1-meter strip of the dome’s surface painted, what is the total painted area?
  • The volume of fluid passing a certain section of the stream, pipe, or channel, which has the dimension in cubic meter per second is:
  • If 8 men can cut 22 trees in a day, how many trees can 20 men cut in a day?
  • It is a term to denote the temperature which is the average of the monthly mean for the year.
  • The graph of y = ax^2 + c has its vertex at (0, 4) and passes through the point (3, -5)
  • m7NbLvW-3 Find the tangent offset of the 1st quarter point on the curve.
  • Circle a has circumference numerically equal to its area. If the certain square has the same area with the circle a, then what would be the length of its sides?
  • dKi9DFQ-3 Find the maximum moment (in kN-m) that could developed at point A.
  • Determine the value of a if (x + 2) is a factor of (x3 - ax2 + 7x + 10).
  • Line AB has point A(4, 5) and point B(-3, -2). Find point C along line AB if distance BC is three times the distance AC.
  • A 3-degree simple curve has an external distance of 23 m. What is the length of the long chord?
  • Find the maximum and minimum values of $$ 3^{\sin x} for 0^\circ \le x \le 360ˆ\circ $$
  • A line is divided into 12 equal parts. If the measure of each part is a prime integer, what is the possible length of the line?
  • A contractor has 50 men of the same capacity at work on a job. They can complete the job in 30 days, but the contract expired in 20 days.
  • X7MyoLt-2 There is 1 flaw in 3-meter length.
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