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              Equation involving two variables and Permutation Here you find all types of ticks regarding to "Equation involving two variables and Permutation ".This Chapter is very easy to understand and 1 question ask from this chapter.So,Friends you have to learn this chapter in order to secure good marks in any type of entry test because in entry test 2-3 questions make very large different in aggregate
              I am going to share you a simple tricks which I remembered and it helped me a lot.So let's start.



              1st Topic:Equation involving two variables


              1st Tip

              For Example → Find the value of x and y if x+y=7 and x2-xy+y2=13???

              Option ↓
              a).(1,0)
              b).(2,1)
              c).(4,3)
              d).(-3,2)

              How → This question can be solved within 30 second but How??

              Solution → This question is solved very easily because in entry test options are given in question sheet.Simply you have to satisfy 1 option which satisfy the equation.

              Answer → So,Option c will satisfy the equation if you put x=4 and y=3 you will satisfy the equation.But if you put (-3,2) in given equation,given equation will not satisfy the condition


              Sometimes questions asked like this → How many roots of given equation.

              Simply the degree of equation is equal to the roots of equation.

              2nd Topic:Permutation


              1st Tip

              For Example → How many arrangements of the letters of the "Pakistan" words,taken all together,can be made ?

              Tips → Count the letters.i.e.8 and count how many words are same.In above example,2 A is same whereas remaining alphabet only 1.So we divide total count alphabet/same alphabet.

              Solution → So we get 8!/2!.

              Answer → 20160 is correct answer ♥

              Prepared by → :Entrytestalltime Team

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