An 18-inch candle is lit and burns at a constant rate of 2.25 inches per hour. Make sure you have explored the applet in the previous question before answering the following questions. . Let r represent the remaining length of the candle (in inches). . Let t represent the number of hours that have elapsed since the candle was lit. f. How tall is the candle when it has been burning for the following number of hours: o When the candle has been burning for 3 hours it is inches tall. Preview o When the candle has been burning for 3.8 hours it is inches tall. Preview o When the candle has been burning for 4.8 hours it is inches tall. Preview g. Write a formula to express the remaining length of the candle r in terms of t the number of hours since the candle was lit. Preview h. Determine in the following statement is true or false: Select an answer V The rate of change of - 2.25 inches per hour conveys that, for any change in the amount of time the candle has been burning, the change in the height of the candle is always - 2.25 times as large. i. Solve the equation 5.625 - - 2.25t + 18 and describe what the answer represents. The solution is t = Preview which means: The solution describes the height of the candle when the candle has been burning for 5.5 hours. O The solution describes how long the candle has been burning when the candle has been burnig for 5.5 hours. O The solution describes how long the candle has been burning when the candle is 5.625 inches tall. O The solution describes the height of the candle when the candles is 5.625 inches tall j. Solve the equation 0 - - 2.25t + 18 and describe what the answer represents. The solution is t = Preview which means : O The solution describes the height of the candle when the candles is 0 inches tall. O The solution describes how long the candle has been burning when the candle has been burnig for 8 hours. O The solution describes the height of the candle when the candle has been burning for $ hours. The solution describes how long the candle has been burning when the candle is 0 inches tall. Submit