Question

Find two numbers whose products is 36 and different is 5​

Answer 1

Answer:

Let x and y are the numbers. As per question

x-y=5 and xy=36

Now x=5+y if we put the value in xy=36

We get (y+5)y=36

Or y^2+5y=36

Or y^2+5y-36=0 now solving the equation

We get y^2+9y-4y-36=0

Or y(y+9)-4(y+9)=0

Or (y+9)(y-4)=0

Or y=-9 and y=4

Now taking the positive value of y=4 we get

x=9

Hence the answer is 4 and 9.

Step-by-step explanation:

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