Question: PLEASE DOUBLE CHECK THE ANSWERS, I DO DOUBLE CHECKING TOO 30. How many permutations are there of 3 cards taken from a deck of 52

 PLEASE DOUBLE CHECK THE ANSWERS, I DO DOUBLE CHECKING TOO 30.How many permutations are there of 3 cards taken from a deck

PLEASE DOUBLE CHECK THE ANSWERS, I DO DOUBLE CHECKING TOO

of 52 cards? a. 132, 660 b. 132, 600 c. 132, 000d. 130, 00 31. How many permutations are there of 5 studentsselected form a group of 10? a. 30, 000 b. 30 210

30. How many permutations are there of 3 cards taken from a deck of 52 cards? a. 132, 660 b. 132, 600 c. 132, 000 d. 130, 00 31. How many permutations are there of 5 students selected form a group of 10? a. 30, 000 b. 30 210 c. 30 230 d. 30 240 32. It is an arrangement of objects in a specific order. a. Permutation b. Circular Permutation C. Probability d. Combination 33. It is a selection or r objects taken from n objects in which order is not important. a. Permutation b. Circular Permutation c. Probability d. Combination 34. It is a possible result of some experiment or activity. a. Outcome b. Sample Space C. Event d. Experiment24. Find the distance between the points: A (2, 3) and B (2, -7). a. 10 b. 11 c. 12 d. 13 25. In how many ways can 11 children join hands to form a ring? a. 3, 628, 888 b. 3, 628, 880 C. 3, 628, 800 d. 3, 620, 000 26. How many ways can 9 people be seated at a round table for a banquet? a. 40, 310 b. 40, 320 C. 40, 330 d. 40, 340 27. How many distinguishable permutations are there for the letters of MATHEMATICS taken all together? a. 4, 989, 609 b. 4, 989, 600 C. 4, 989, 608 d. 4, 989, 601 28. How many distinguishable permutations are there for the letters of PROBABILITY taken all together? a. 9, 979, 288 b. 9, 979, 280 c. 9, 979, 200 d. 9, 979, 000 29. How many distinguishable permutations are there for the letters of PERCENTILES taken all together? a. 13 305 600 b. 13 305 000 c. 13 300 000 d. 13 000 00020. It is a part of a circle included between any two points. Arcs are classified into three categories: minor arc, major arc and semicircle. If two points on a circle divide the circle into two arcs and the arcs are unequal, then the smaller arc is the minor arc and the larger is the major arc. a. Arc b. Central angle c. Semi - circle d. Inscribed angle 21. It is one - half of a circle. a. Arc b. Central angle c. Semi - circle d. Inscribed angle 22. It is an angle whose vertex is a point on the circle and whose sides are chords of the circle. a. Arc b. Central angle c. Semi - circle d. Inscribed angle 23. Find the distance between the points: A (-1, 5) and B (-1, -7). b. 13 C. 14 d. 15 a. 12

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