CATEGORY I-CIVIL ENGINEERING
Subject Dura- Maxitionmum Marks
Section I- Objective Papers
General Ability Test 2 hrs. 200
(Part A: General English)
(Part B: General Studies)
Civil Engineering - 2 hrs. 200
Paper I
Civil Engineering - 2 hrs. 200
Paper II
Section II- Conventional Papers
Civil Engineering - 3 hrs. 200
Paper I
Civil Engineering - 3 hrs. 200
Paper II
TOTAL 1000
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)
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Subject Dura- Maxitionmum Marks
Section I- Objective Papers
General Ability Test 2 hrs. 200
(Part A: General English)
(Part B: General Studies)
Civil Engineering - 2 hrs. 200
Paper I
Civil Engineering - 2 hrs. 200
Paper II
Section II- Conventional Papers
Civil Engineering - 3 hrs. 200
Paper I
Civil Engineering - 3 hrs. 200
Paper II
TOTAL 1000
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