For the four sets of three measured physical quantities as given below. Which of the following options is correct ? (i) A1 = 24.36, B1 = 0.0724, C1 = 256.2 (ii) A2 =24.44, B2 = 16.082, C2 = 240.2 (iii) A3 = 25.2, B3 = 19.2812, C3 = 236.183 (iv) A4 = 25, B4 = 236.191, C4 = 19.5

Question

For the four sets of three measured physical quantities as given below. Which of the following options is correct ? (i) A1 = 24.36, B1 = 0.0724, C1 = 256.2 (ii) A2 =24.44, B2 = 16.082, C2 = 240.2 (iii) A3 = 25.2, B3 = 19.2812, C3 = 236.183 (iv) A4 = 25, B4 = 236.191, C4 = 19.5 (A) A4+B4+C4 < A1+B1+C1=A2+B2+C2=A3+B3+C3 (B)  A1+B1+C1=A2+B2+C2=A3+B3+C3=A4+B4+C4 (C) A 1+ B 1+ C 1< A 3+ B 3+ C 3< A 4+ B 4+ C 4< A 2+ B 2+ C 2 (D) A4+B4+C4 < A1+B1+C1 < A3+B3+C3 < A2+B2+C2

Tardigrade Admin · Accepted Answer

A 1+ B 1+ C 1=24.36+0.0724+256.2=280.6324 A 2+ B 2+ C 2=24.44+16.082+240.2=280.722 A 3+ B 3+ C 3=25.2+19.2812+236.183=280.6642 A 4+ B 4+ C 4=25+236.191+19.5=280.691 ( A 2+ B 2+ C 2)>( A 4+ B 4+ C 4)>( A 3+ B 3+ C 3) ⋅( A 1+ B 1+ C 1)

$A_{4} + B_{4} + C_{4} < A_{1} + B_{1} + C_{1} = A_{2} + B_{2} + C_{2} = A_{3} + B_{3} + C_{3}$

$A_{1} + B_{1} + C_{1} = A_{2} + B_{2} + C_{2} = A_{3} + B_{3} + C_{3} = A_{4} + B_{4} + C_{4}$

$A_{1} + B_{1} + C_{1} < A_{3} + B_{3} + C_{3} < A_{4} + B_{4} + C_{4} < A_{2} + B_{2} + C_{2}$

$A_{4} + B_{4} + C_{4} < A_{1} + B_{1} + C_{1} < A_{3} + B_{3} + C_{3} < A_{2} + B_{2} + C_{2}$

Q. For the four sets of three measured physical quantities as given below. Which of the following options is correct ? (i)A1​=24.36,B1​=0.0724,C1​=256.2 (ii)A2​=24.44,B2​=16.082,C2​=240.2 (iii)A3​=25.2,B3​=19.2812,C3​=236.183 (iv)A4​=25,B4​=236.191,C4​=19.5

A4​+B4​+C4​<A1​+B1​+C1​=A2​+B2​+C2​=A3​+B3​+C3​

A1​+B1​+C1​=A2​+B2​+C2​=A3​+B3​+C3​=A4​+B4​+C4​

A1​+B1​+C1​<A3​+B3​+C3​<A4​+B4​+C4​<A2​+B2​+C2​

A4​+B4​+C4​<A1​+B1​+C1​<A3​+B3​+C3​<A2​+B2​+C2​

A1​+B1​+C1​=24.36+0.0724+256.2=280.6324 A2​+B2​+C2​=24.44+16.082+240.2=280.722 A3​+B3​+C3​=25.2+19.2812+236.183=280.6642 A4​+B4​+C4​=25+236.191+19.5=280.691 (A2​+B2​+C2​)>(A4​+B4​+C4​)>(A3​+B3​+C3​)⋅(A1​+B1​+C1​)

$A_{4} + B_{4} + C_{4} < A_{1} + B_{1} + C_{1} = A_{2} + B_{2} + C_{2} = A_{3} + B_{3} + C_{3}$

$A_{1} + B_{1} + C_{1} = A_{2} + B_{2} + C_{2} = A_{3} + B_{3} + C_{3} = A_{4} + B_{4} + C_{4}$

$A_{1} + B_{1} + C_{1} < A_{3} + B_{3} + C_{3} < A_{4} + B_{4} + C_{4} < A_{2} + B_{2} + C_{2}$

$A_{4} + B_{4} + C_{4} < A_{1} + B_{1} + C_{1} < A_{3} + B_{3} + C_{3} < A_{2} + B_{2} + C_{2}$