find two consecutive even natural numbers whose product is 168
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Let the consecutive even natural numbers = x, x+2.
x(x+2) = 168
x(x+2) = 12 * 14
x = 12 , x+2 = 14 .
Therefore, The consecutive even natural numbers who product is 168 are 12 , 14
x(x+2) = 168
x(x+2) = 12 * 14
x = 12 , x+2 = 14 .
Therefore, The consecutive even natural numbers who product is 168 are 12 , 14
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