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If $a^x = c^q = b$ and $c^y = a^z = d$, then:
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More Old MCQ
Orphaned Multiple Choice Questions (MCQ) due to changes of exam system.
One number is 25 greater than a second number. If the lesser number is subtracted from 3 times the greater number, the difference is 195. Find the product of two numbers.
Simplify and solve for y: $y = \ln \left( \dfrac{e^x}{e^{x - 1}} \right)$.
Which of the following soil classification systems was first developed by Arthur Casagrande and was adopted by several US agencies with modifications in 1952?
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.
An airplane flew from Davao whose latitude is 14° N and longitude of 121° 30' E on a course of S 30° W and maintaining uniform altitude. At what longitude will the plane cross the equator?
dYv94eu-2 The volume at 420 degree K
In a class experiment, a student needs 5 liters of 6% solution. He found a 4% and a 10% solution in the laboratory. How many liters of each solution should he mix in order to obtain 5 liters of 6% solution?
Find the compounded interest of P7,000 for 10 years at 6% compounded monthly.
The vena contracta of a sharp-edged hydraulic orifice usually occurs:
Given $\log_a 2 = x$, $\log_a 5 = y$, and $\log_a 6 = z$, express $\log_a 0.15$ in terms of x, y, and z.
Three marksmen simultaneously shoot and hit a rapidly spinning spherical target.
A bag contains 20 tennis balls, of which four are defective. If two balls are selected at random from the bag, what is the probability that both are defective?
Convert $5\pi / 6$ into degree measure.
What is the value of x in trigonometric substitution with an integrand involving (a^2 - x^2)?
Stations A and B are placed 1000 m apart on a straight road running East and West. From A, the bearing of the tower C is 32° West of North and from B the bearing of C is 26° North of East. Find the shortest distance of the tower from the road.
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