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For how many integral values of x will |(x-1!)| + |(x-2!)| + |(x-3!)| + |(x-4!)| asuume a minimum value?

Is there a general method to solve problems based on finding number of integral solutions, or do should we try out whatever works each time? For eg. What is the number of positive integral solutions for x^2 + 3y^2 = z^2

No one but (she/her) ever made a perfect score on the test. Please explain the general rule regarding the proper use of pronouns in such cases.

Maybe we're not as rich as (they/them), but I bet we're much happier.
Please explain the general rule regarding the proper use of pronouns in such cases.

all facts r times
all facts r different
sm different r exactly
no times is a knife
con :all facts being knife is a possibility
2.sm diiferent r not times
3.those times which r not facts ,being knife is a possibility

how do i solve para jumbles

Qasim is in cubicle 2 with Tomar. Tomar is from UP. Those who are in cubicle 1 are not from Punjab or Maharashtra. The person who is from Rajasthan is in cubicle 3 with Wasim. The person from Gujarat is not in the same cubicle as Tomar or Wasim. Pankaj is not in cubicle 2 and he is from Kashmir. Shilpa and Veeru are in the same cubicle. Veeru is not from Bengal.

can you explain syllogism possibility condition????

How to solve time and work problems

how to od reading comphrehension