Data Science
Hey, here are the best CUET preparation books for Artifical Intelligence and Data Science.
Artificial Intelligence (CUET)
1. CUET(UG) Computer Science with Artificial Intelligence by Arihant Experts
2. CUET Domain Subject: Artificial Intelligence by Oswaal Books
3. CUET UG Artificial Intelligence Guide by MTG Publication
Data Science (CUET)
1. CUET
Question : Directions: Seven players Virat, Rahul, Rohit, Surya, Hardik, Rishabh, and Deepak are sitting around a circular table facing the centre (but not necessarily in the same order). Rohit is second to the left of Virat. Virat is fourth to the right of Deepak. Hardik is to the immediate left of Deepak. Surya is not an immediate neighbour of Rohit. Rishabh is second to the right of Hardik. Who is the immediate neighbour of Hardik and Rishabh?
Option 1: Rahul
Option 2: Surya
Option 3: Deepak
Option 4: Virat
Correct Answer: Deepak
Solution : Given: (I) Rohit is second to the left of Virat. Virat is fourth to the right of Deepak.
(II) Hardik is to the immediate left of Deepak. Surya is not an immediate neighbour of Rohit. Rishabh is second to the right of Hardik.
So, Deepak
Question : Assertion: In the controlling process, corrective action is taken only after deviations occur.
Reason: Corrective action aims to address deviations and prevent future occurrences.
Option 1: Both assertion and reason are true, and the reason correctly explains the assertion.
Option 2: Both assertion and reason are true, but the reason does not correctly explain the assertion.
Option 3: The assertion is true, but the reason is false.
Option 4: The assertion is false, but the reason is true.
Correct Answer: Both assertion and reason are true, and the reason correctly explains the assertion.
Solution : The correct answer is (a) Both assertion and reason are true, and the reason correctly explains the assertion.
This assertion is true. In the controlling process, corrective action is typically initiated in response
Question : In $\triangle$ABC, the straight line parallel to the side BC meets AB and AC at the points P and Q, respectively. If AP = QC, the length of AB is 16 cm and the length of AQ is 4 cm, then the length (in cm) of CQ is:
Option 1: $(2 \sqrt{21}+2)$
Option 2: $(2 \sqrt{18}-2)$
Option 3: $(2 \sqrt{17}-2)$
Option 4: $(2 \sqrt{19}+2)$
Correct Answer: $(2 \sqrt{17}-2)$
Solution : In $ \triangle $APQ and $ \triangle $ABC, $ \angle $P = $ \angle $B (corresponding angle) $ \angle $Q = $ \angle $C (corresponding angle) $ \triangle $APQ $\sim$ $ \triangle $ABC, by AA similarity. Given that AP = QC, AB = 16
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