Make up a problem involving the product of two consecutive even integers. Start by choosing two consecutive even integers. (a) What are your integers? (b) What is the product of your integers? (c) Solve the equation n ( n + 2 ) = p , where p is the product you found in part (b). (d) Did you get the numbers you started with?
Make up a problem involving the product of two consecutive even integers. Start by choosing two consecutive even integers. (a) What are your integers? (b) What is the product of your integers? (c) Solve the equation n ( n + 2 ) = p , where p is the product you found in part (b). (d) Did you get the numbers you started with?
Make up a problem involving the product of two consecutive even integers. Start by choosing two consecutive even integers. (a) What are your integers? (b) What is the product of your integers? (c) Solve the equation
n
(
n
+
2
)
=
p
, where p is the product you found in part (b). (d) Did you get the numbers you started with?
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