Chiamaka is $\backslash [149\backslash ,\backslash$text$\{$km$\}\backslash ]$ from the university and drives $\backslash [95\backslash ,\backslash$text$\{$km$\}\backslash ]$ closer every hour. Valente is $\backslash [170\backslash ,\backslash$text$\{$km$\}\backslash ]$ from the university and drives $\backslash [110\backslash ,\backslash$text$\{$km$\}\backslash ]$ closer every hour. Let $\backslash [$t$\backslash ]$ represent the time, in hours, since Chiamaka and Valente started driving toward the university. Complete the inequality to represent the times when Valente is closer than Chiamaka to the universityChiamaka is $\backslash [149\backslash ,\backslash$text$\{$km$\}\backslash ]$ from the university and drives $\backslash [95\backslash ,\backslash$text$\{$km$\}\backslash ]$ closer every hour. Valente is $\backslash [170\backslash ,\backslash$text$\{$km$\}\backslash ]$ from the university and drives $\backslash [110\backslash ,\backslash$text$\{$km$\}\backslash ]$ closer every hour. Let $\backslash [$t$\backslash ]$ represent the time, in hours, since Chiamaka and Valente started driving toward the university. Complete the inequality to represent the times when Valente is closer than Chiamaka to the university