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Equation involving two variables and Permutation

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 ♥

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