January 2020
Probability That Exactly 1 is Defective in Getting 2 Cell Phones
Problem
A box contains 5 defective and 195 non-defective cell phones. A quality control engineer selects 2 cell phones at random without replacement. What is the probability that exactly 1 is defective?
A. 0.0190 | C. 0.0390 |
B. 0.0490 | D. 0.0290 |
Angle Correction for Repeated Measurement
Problem
The following interior angles (in degree) of a triangular traverse were measured with the same precision.
Angle | Value | No. of Measurement |
---|---|---|
A | 41 | 2 |
B | 77 | 6 |
C | 63 | 2 |
What is the most probable value of angle C, in degrees?
A. 62.423° | C. 62.571° |
B. 62.874° | D. 62.745° |
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Expected Profit for the Acceptance of Estimate of an Engineering Company
Problem
An engineering company prepares an estimate for a job. The cost of preparing the estimate is Php10,000. The amount of profit over and above the Php10,000 is Php25,000 if their estimate is accepted. The probability that their estimate will be accepted 0.7 and the probability that their estimate will not be accepted is 0.3. What is the expected profit?
A. Php12,500 | C. Php14,500 |
B. Php13,500 | D. Php10,500 |
Index
Exponents and radicals • Logarithm and division by zero • Quadratic equation, quadratic formula, and roots of quadratic equation • Special products and factoring • Binomial expansion and Pascal's triangle • Verbal problem categories • Number problems • Digit problems • Clock problems • Age problems • Mixture problems • Work problems • Motion problems