Please help me find the upper bound and lower bound for the time of the balloon when its altitude is 3350ft

if you can. Letter to a Friend: (5 points). The table below shows the rate of a ascent of a balloon at various altitudes. Altitude (feet) Rate of ascent (ft/min) 2210 90 2390 60 2690 10 2890 50 2990 100 3350 120 information do you need? (c) Using the given information and your additional hypotheses from part b) if needed, find the best possible upper and lower and upper bounds for the clock time when the balloon was at an altitude of 3350 feet. Do not introduce any other data points. Include two copies of a reasonable graph of the appropriate function (that you need to define) with your explanation. Label the coordinates of the key points. Sketch (and explain) the geometric representations of your estimates. Use one graph for the lower bound, the other for the upper bound. Explain your reasoning throughly in the form of a letter to a friend who is struggling with the ideas of Section 5.1. Include units in all steps of your computations.Now we know that the Rate of Ascent of the balloon is 280ft/min. And now to get the time' we then must use the formula Distance = Speed X Time S=VxT Where S = Distance V = Speed T = Time Since we know that the distance of the balloon from the ground is 3350ft, and the rate of ascent is 280ft/min which is the speed, we will need to nd the time by using the Formula above. 3350 = 2:0 .c T T='r? T = all; : [Listings 312...}. Since we got the time as 11.96428571 min, we can round that value into 12 minutes. In the end we are able to nd the time at which the balloon is at 3350 which is 12 minutes. Hope my explanation can help you understand on how to nd the time of the balloon when its altitude is 3350ft by .. analyzing the constant case. (See next page) 3:50 PM 4/6/2022 12"C Sunny ... Math 152 Written HW1B ~ . . - - (b) Now going back to the given data, we should find out if the problem has given enough information to find out the upper bounds and lower bounds for the time when the balloon was at an altitude of 3350 feet. From my perspective, we are not able to calculate the upper bound and lower bound because the is no value assigned to the problem. Since calculating the upper bound and lower bound requires a value that is close to it like a decimal behind the number, so the problem cannot be done without the help of the value that is close to it