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Find three consecutive even intergers such that the product of two smaller numbers is the same as twice the sum of all three intergers

Question

Find three consecutive even intergers such that the product of two smaller numbers is the same as twice the sum of all three intergers

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Step 1

Let the consecutive even integers be  x, x+2,x+4, where x  is even , then we use the given condition to get the value of x 

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Step 2

If x=-2, then the numbers are -2,-2+2,-2+4, that is -2,0,2

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Math

Algebra

Equations and In-equations

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