100%
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?
If n is a positive integer and \(k + 2 = 3^{n}\), which of the following cannot be a value of k?