Practice Questions
2,048 questions across 23 years of JEE Main β find and practise any topic!
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Q59.Match List I with List II : List I List II A. Saccharin I. High potency sweetener B. Aspartame II. First artificial sweetening agent C Alitame III. Stable at cooking temperature D. Sucralose IV. Unstable at cooking temperature Choose the correct answer from the options given below : JEE Main 2023 (08 Apr Shift 1) JEE Main Previous Year Paper (1) A-IV, B-III, C-I, D-II (2) A-II, B-III, C-IV, D-I (3) A-II, B-IV, C-III, D-I (4) A-II, B-IV, C-I, D-III
Q59.Match List I with List II List I List II Antimicrobials Names (A) Narrow Spectrum (I) Furacin Antibiotic (B) Antiseptic (II) Sulphur dioxide (C) Disinfectants (III) Penicillin-G (D) Broad spectrum antibiotic (IV) Chloramphenicol (1) (A) - III, (B) - I, (C) - II, (D) - IV (2) (A) - I, (B) - II, (C) - IV, (D) - III (3) (A) - II, (B) - I, (C) - IV, (D) - III (4) (A) - III, (B) - I, (C) - IV, (D) - II JEE Main 2023 (29 Jan Shift 1) JEE Main Previous Year Paper
Q59.Match List I with List II List I (Name of polymer) List II (Uses) A Glyptal I Flexible pipes B Neoprene II Synthetic wool C Acrilan III Paints and Lacquers D LDP IV Gaskets Choose the correct answer from the options given below :- (1) A βIII, B βII, C βIV, D βI (2) A βIII, B βIV, C βII, D βI (3) A βIII, B βIV, C βI, D βII (4) A βIII, B βI, C βIV, D βII
Q60.Sulphur (S) containing amino acids from the following are: (a) isoleucine (b) cysteine (c) lysine (d) methionine (e) glutamic acid (1) b, c, e (2) a, b, c (3) b, d (4) a, d
Q60.Match List I with List II List II List I One Letter Natural amino acid Code (A) Glutamic acid (I) Q (B) Glutamine (II) W (C) Tyrosine (III) E JEE Main 2023 (08 Apr Shift 2) JEE Main Previous Year Paper (D) Tryptophan (IV) Y Choose the correct answer from the options given below: (1) (A)-III, B-IV, (C)-I, (D)-II (2) (A)-IV, B-III, (C)-I, (D)-II (3) (A)-III, B-I, (C)-IV, (D)-II (4) (A)-II, B-I, (C)-IV, (D)-III
Q60.Match List-I with List-II. List-I List-II Natural Amino One Letter acid Code (A) Arginine (I) D (B) Aspartic acid (II) N (C) Asparagine (III) A (D) Alanine (IV) R Choose the correct answer from the options given below: JEE Main 2023 (06 Apr Shift 2) JEE Main Previous Year Paper (1) (A)βIV, BβI, (C)βII, (D)βIII (2) (A)βI, BβIII, (C)βIV, (D)βII (3) (A)βIII, BβI, (C)βII, (D)βIV (4) (A)βIV, BβI, (C)βIII, (D)βII
Q64.If the letters of the word MATHS are permuted and all possible words so formed are arranged as in a dictionary with serial numbers, then the serial number of the word THAMS is (1) 103 (2) 102 (3) 101 (4) 104
Q65.If tan15Β° + + + tan195Β° = 2a, then the value of π+ is : tan75Β° tan105Β° π (1) 4 (2) 4 - 2β3 (3) 2 (4) 5 - 3 2β3
Q65.If 2ππΆ3: ππΆ3 = 10: 1, then the ratio π2 + 3π: π2 - 3π+ 4 is (1) 35: 16 (2) 27: 11 (3) 65: 37 (4) 2: 1
Q67.Statement ( πβπ) β§( π βπ) is logically equivalent to (1) πβπ β¨πβπ (2) πβ§π βπ (3) πβπ β§πβπ (4) πβ¨π βπ
Q67.The negation of the expression πβ¨( ( ~π) β§π) is equivalent to (1) ( ~π) β§( ~π) (2) πβ§( ~π) (3) ( ~π) β¨( ~π) (4) ( ~π) β¨π
Q67.The negation of the statement πβ¨πβ§πβ¨~π is (1) πβ¨πβ§~π (2) ~π) β¨πβ§~π (3) ~πβ¨~πβ¨~π (4) ~πβ¨~πβ§~π
Q68.Negation of p β§(q β§~(p β§q)) is (1) (~(p β§q)) β¨p (2) p β¨q (3) ~(p β¨q) (4) (~(p β§q)) β§q
Q69.The statement ~πβ¨~πβ§π is equivalent to (1) ~πβ§π (2) πβ§πβ§~π (3) ~πβ§πβ§π (4) ~πβ¨π JEE Main 2023 (10 Apr Shift 2) JEE Main Previous Year Paper
Q69.The statement ( πβ§( ~π) ) β¨( ( ~π) β§ π) β¨( ( ~π) β§ ( ~π) ) is equivalent to _____ (1) ~πβ¨π (2) ~πβ¨~π (3) πβ¨~π (4) πβ¨π Q70. 1 2 3 Let for π΄= πΌ3 1 , π΄= 2. If |2 adj ( 2 adj ( 2π΄) ) | = 32π, then 3π+ πΌ is equal to 1 1 2 (1) 9 (2) 11 (3) 12 (4) 10
Q70.Let H be the hyperbola, whose foci are (1 Β± β2, 0) and eccentricity is β2 . Then the length of its latus rectum is: (1) 3 (2) 52 (3) 2 (4) 32
Q72.Among the two statements (S1) : (p βq) β§(p β§(~q)) is a contradiction and (S2) : (p β§q) β¨((~p) β§q) β¨(p β§(~q)) β¨((~p) β§(~q)) is a tautology (1) only (S2) is true (2) only (S1) is true (3) both are false (4) both are true
Q72.The converse of ((~p) β§q) βr is (1) ((~p) β¨q) βr (2) (~r) βp β§q (3) (~r) β((~p) β§q) (4) (p β¨(~q)) β(~r)
Q72.The statement (p β§(~q)) β(p β(~q)) is (1) equivalent to (~p) β¨(~q) (2) a tautology (3) equivalent to p β¨q (4) a contradiction
Q72.Which of the following statements is a tautology? (1) p β(p β§(p βq)) (2) (p β§q) β(~(p) βq) (3) (p β§(p βq)) β~q (4) p β¨(p β§q)
Q72.Let p and q be two statements. Then ~(p β§(p β~q) is equivalent to (1) p β¨(p β§(~q)) (2) p β¨((~p) β§q) (3) (~p) β¨q (4) p β¨(p β§q)
Q73.The negation of (p β§(βq)) β¨(βp) is equivalent to (1) p β§(βq) (2) p β§q (3) p β¨(q β¨(βp)) (4) p β§(q β§(βp))
Q73.Negation of (p βq) β(q βp) is (1) (p~) β¨p (2) q β§(~p) (3) (~q) β§p (4) p β¨(~q)
Q75.Let A = {1, 2, 3, 4, 5, 6, 7} . Then the relation R = {(x, y) βA Γ A : x + y = 7} is (1) an equivalence relation (2) symmetric but neither reflexive nor transitive (3) transitive but neither symmetric nor reflexive (4) reflexive but neither symmetric nor transitive Aβ1 = Ξ±A + Ξ²I and Ξ± + Ξ² = β2, then 4Ξ±2 + Ξ²2 + Ξ»2 is equal to :
Q76.For x βR, two real valued functions f(x) and g(x) are such that, g(x) = βx + 1 and fog(x) = x + 3 ββx. Then f(0) is equal to (1) 1 (2) 5 (3) 0 (4) β3