Math, asked by jayakrishna2408, 1 year ago

Ques 13 : given signs signify something and on that basis, assume the given statements to be true and find which of the twoconclusions i and ii is/are definitely true. P + q means p is greater than q p * q means p is greater than or equal than q p = q means p is equal to q p / q means p is less than q p – q means p is less than or equal to q statements x/y, w * z, z + y conclusions i. W + y ii. X/z option 1 : only conclusion i is true option 2 : only conclusion ii is true option 3 : neither conclusion i nor ii is true option 4 : both conclusion i and ii are true

Answers

Answered by somi173
24

We have the following conditions.

  • P + q means p is greater than q
  • p * q means p is greater than or equal than q
  • p = q means p is equal to q
  • p / q means p is less than q
  • p – q means p is less than or equal to q

The statements are  x/y   ,     w * z     ,     z + y

x/y    means  x is less than y                              ...............(1)

w * z means w is greater than or equal to z     ...............(2)

z + y  means z is greater than y                         ...............(3)

The conclusions are

i. W + y     means w is greater than y ( which is true by (1) & (2) )      

ii. X/z        means x is less than z       ( which is true by (3) & (1) )      

So both the conclusions are True.

So Option 4 is correct. Both the conclusions i & ii are TRUE.

Answered by topanswers
9

Given:

p + q = p is greater than q

p * q = p is greater than or equal than q

p = q = p is equal to q

p / q = p is less than q

p – q = p is less than or equal to q

Statement 1 : x / y

Statement 2 : w * z

Statement 3 : z + y

Conclusion 1 : w + y

Conclusion 2 : x / z

To find:

The conclusions that are true.

Solution:

From statement 1,

x / y

Hence, x is less than y                

From statement 2,          

w * z

Hence, w is greater than or equal to z

From statement 3,

z + y  

Hence, z is greater than y              

Conclusion 1,

w + y    

Therefore, w is greater than y

This is satisfied by statements 1 and 2

Conclusion 2,

x / z      

Therefore, x is less than z  

This is satisfied by statements 1 and 3   

So, both the conclusions are True.

Hence, (4) Both the conclusions i & ii are true.

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