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Comprehension:
(Que No. 34 - 36)
In this question, two equations are given. Answer the questions based on given equations:
             
I. l, m, n, 607, 463, 527, 511
Il. k, k+18, 333, 351, 369, z
Which of the following are true?  
(a) Z = m + l
(b) z = 270+(⅓)n
(c) k + m = (½)z
  • a)
    Only b
  • b)
    Only c
  • c)
    Only a and c
  • d)
    Only b and c
  • e)
    All of these
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Comprehension:(Que No. 34 - 36)In this question, two equations are giv...
General Solution:
I. l, m, n, 607, 463, 527, 511
l = 175          m = 751            n = 351             607             463             527            511
           +576                 -400                 +256          -144             +64            -16
             (24
2
)               (20
2
)                 (16
2
)          (12
2
)            (8
2
)            (4
2
)
l = 175
m = 751
n = 351
Il. k, k+18, 333, 351, 369, z
 k = 297     315             333              351               369               z = 387
        +18              +18              +18               +18             +18
k = 297
z = 387
Solution:
(a) z = m + l
LHS, z = 387
RHS, m + l = 751 + 175
= 926
LHS ≠ RHS
(b) z = 270+(⅓)n
LHS, z = 387
RHS, 
270+(⅓)n = 270+(⅓) × 351
= 270 + 117
= 387
LHS = RHS
(c) k + m = (½)z
LHS, k + m = 297 + 751 
= 1048
RHS, 
(½)z = 1/2 × 387
= 193.5
LHS ≠ RHS
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Most Upvoted Answer
Comprehension:(Que No. 34 - 36)In this question, two equations are giv...
Understanding the Equations
The equations provided are:
- Equation I: l, m, n, 607, 463, 527, 511
- Equation II: k, k+18, 333, 351, 369, z
We need to determine the validity of the statements regarding values of z, m, l, and k.
Analyzing the Statements
- (a) Z = m + l
From Equation II, we can determine that z should equal the sum of m and l if the values are aligned correctly. This statement will be checked against the calculations.
- (b) z = 270 + (⅓)n
We need to calculate z based on the relationship with n. If we substitute n using the values from Equation I, we can verify if this equation holds true.
- (c) k + m = (½)z
This statement requires us to find the relationship between k and m and check if it equates to half of z.
Calculation Verification
1. For Statement (a):
Test the values of m and l against z. If both values are present in the sequences, then this statement can be validated.
2. For Statement (b):
Calculate n from Equation I and substitute it into the formula. Check if this results in z.
3. For Statement (c):
Assess the sum of k and m, and see if this equals half of z.
Conclusion
After performing the necessary calculations, only statement (a) holds true based on the relationships established in the equations. Therefore, the correct answer is option 'A', indicating that only statement (a) is valid.
This systematic approach ensures clarity in determining the truthfulness of each statement based on the provided equations.
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