(a + b)2 = 18 + c2 So, (a + b)2 – c2 = 18 Or, (a + b + c)(a + b – c) = 18 – [equation I] (b + c)2 = 22 + a2 (b + c)2 – a2 = 22 Or, (b + c + a)(b + c – a) = 22 – [equation II] (c + a)2 = 24 + b2 (c + a)2 – b2 = 24 Or, (c + a + b)(c + a – b) = 24 – [equation III] Adding equations I, II and III (a + b + c){(a + b – c) + (b + c – a) + (c + a – b)} = 18 + 22 + 24 (a + b + c) {(a + b + c)} = 64 Or, (a + b + c)2 = 64 So, (a + b + c) = ±8
Statements:
All threads are wools.
Some wools are ropes.
All ropes are chains.
Conclusions:
I. Some wools are c...
All buildings are mountains. Some jungles may not be rivers. Some rivers are mountains.
Statements:
Only a few Cups are Saucer.
No Saucer is Spoon.
All Spoons are Plate.
Conclusions:
I) Some Plate are Saucer.
II) No Saucer is Plate.
Statements:
Some Cable are Table
No Table are Chair
All Chair are Rack
Conclusions:
I) Some Cable are not Rack...
Statements:
All Planets are Satellites.
Only few Satellites are Comets.
Only few Comets are Constellation.
No Const...
In this question, three statements are given, followed by three conclusions numbered I, II and III. Assuming the statements to be true, even if they se...
Read the given statements and conclusion carefully. Assuming the information given in the statement is true, even if it appears to be at variance with ...
Conclusions:
I. All Passages can be Streets
II. Some Footpaths are Roads
Statements:
In the question below some statements are given followed by four conclusions I, II, III and IV. You have to take the given statements to be true even ...
Statements:
A few Juice are Jar.
Only Jar are Mug.
All Juice are Bowl.
Some Jar is Plates.
Conclusions:
