Practise Analogy MCQs MCQs in Maths. Attempt multiple-choice questions, check answers and revise related subtopics.
Study Analogy MCQs through multiple-choice questions in Maths. This subtopic contains 351 practice questions. Read the wording carefully, compare the options and attempt an answer before checking the solution in learning mode.
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Answer: Green
Explanation The actual color of the sky is blue, but according to the code: - Blue is Green So, if the sky is blue, then in this coded language, its color is Green.
Answer: see the full questions and answer in the detail
Explanation A subcommittee of the Senate's foreign Relations committee Consists of three Republicans Rameez, Saad, and Tahir, and three Democrats Waqas, Yawer, and Zaheer. Three of these six senators need to visit Moscow to meet with Russian Leaders. The decision as to which senators will make the trip is subject to the following conditions: The three senators making the trip cannot be from the same party. Rameez and Saad Cannot both make the trip. Neither Tahir nor Yawer will make the trip unless the other one does, Waqas will not make the trip unless Zaheer does. Question no 1: Which of the following is a list of three senators who could make the trip together? A. Rameez, Yawer, Zaheer B. Rameez, Tahir, Yawer C. Rameez, Saad, Yawar D. Tahir, Waqas, Yawar E. Waqas, Yawar, Zaheer correct option: B Question no 2: If Rameez and Zaheer are selected to make the trip, which of the following must be true? A. More Democrats than Republicans make the trip B. More Republication than Democrats make the trip C. Saad makes the trip D. Tahir makes the trip E. Yawar makes the trip correct option: A Question no 3: If the Saad decides to send four of these senators, subject to the same conditions, all of the following must be true Except? A Tahir makes the trip B. Yaer makes the trip C. Zaheer makes the trip D. Rammez or Saad makes the trip E. If Waqas makes the trip, then Rameez doesn't make the trip correct option: D Question no 4: If More Republication than Democrats make the trip, which of the following must be among the senators making the trip? A. Rameez B. Saad C. Waqas D. Yawer E. Zaheer correct option: D
Answer: Both I and II are needed
Explanation - I: Ibrahim looks after half of the trees in the orchard. - II: Ibrahim takes care of 300 trees. If we know Ibrahim looks after half the trees (I) and that half equals 300 trees (II), then total trees = 300 × 2 = 600. So: - I alone is not enough (we don’t know total number). - II alone is not enough (no info on total or fraction). - Both I and II together are enough to find the total.
Answer: 10
Explanation A: B = 60: 45. A: C = 60: 40. ∴ B can give C 10 points in a game of 90. ND05-12-2022
Answer: LM
Explanation To determine the odd pair, we look at the alphabetical order and the pattern between the letters: CE: C (3rd letter), E (5th letter) – Difference is 2 FH: F (6th letter), H (8th letter) – Difference is 2 IK: I (9th letter), K (11th letter) – Difference is 2 LM: L (12th letter), M (13th letter) – Difference is 1 The pairs CE, FH, and IK have a consistent pattern where the difference between the positions of the letters is 2. However, in LM , the difference is 1, making it the odd one out.
Answer: Level
Explanation The odd one out is Level . Erect, Vertical, and Upright all describe a standing or pointing upward A position. Level refers to something flat or horizontal, which is the opposite of standing upright
Answer: 39
Explanation - 5 pupils brought 3 apples each → 5 × 3 = 15 apples - 6 pupils brought 2 bananas each → 6 × 2 = 12 bananas - 3 pupils brought 4 nectarines each → 3 × 4 = 12 nectarines Total fruit = 15 + 12 + 12 = 39
Answer: K
Explanation A B C D ( E F G H I J K L M N O P Q )R S T U V W X Y Z K is the midway alphabet between E and Q ND18-9-2023
Answer: RFKENN
Explanation B - 1 = A E + 1 = F L - 1 = K I + 1 = J E - 1 = D F + 1 = G BELIEF = AFKJDG S - 1 = R E + 1 = F L - 1 = K D + 1 = E O - 1 = N M + 1 = N SELDOM = RFKENN
Answer: Angle
Explanation Angle is the odd one out. Angle is a 1-dimensional measurement, Rectangle, Square, and Hexagon are 2-dimensional shapes. Rectangle & Square: 4-sided polygons (quadrilaterals). Hexagon: 6-sided polygon.
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