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# height - 60 + 340 t - 4-9025 t2 where t is the elapsed time in seconds.docx

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# height - 60 + 340 t - 4-9025 t2 where t is the elapsed time in seconds.docx

height = 60 + 340 t - 4.9025 t 2
where t is the elapsed time in seconds; height is the altitude above the ground in meters.
Generate two arrays: height and t for 0 ? t ? 60, in increments of 3 seconds.
Print the height versus time. Â Â Â Â Modify and use the following for loop to print results:
for ii=1:length(height)
fprintf(
Solution
time = linspace(0,60,21) %linspace is used to generate the equally spaced vector with 3s difference. 21 denotes the number of points required as linspace always includes end points.Since 21 points are generated b/w 1 and 60, they are equally separated by 3 sec each.
height = 60 + 340 time - 4.9025 time 2 %vector opertation is inbuilt in matlab. So this statement generates height vector for all values in time vector
for ii=1:length(height)
fprintf(
.

height = 60 + 340 t - 4.9025 t 2
where t is the elapsed time in seconds; height is the altitude above the ground in meters.
Generate two arrays: height and t for 0 ? t ? 60, in increments of 3 seconds.
Print the height versus time. Â Â Â Â Modify and use the following for loop to print results:
for ii=1:length(height)
fprintf(
Solution
time = linspace(0,60,21) %linspace is used to generate the equally spaced vector with 3s difference. 21 denotes the number of points required as linspace always includes end points.Since 21 points are generated b/w 1 and 60, they are equally separated by 3 sec each.
height = 60 + 340 time - 4.9025 time 2 %vector opertation is inbuilt in matlab. So this statement generates height vector for all values in time vector
for ii=1:length(height)
fprintf(
.

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### height - 60 + 340 t - 4-9025 t2 where t is the elapsed time in seconds.docx

1. 1. height = 60 + 340 t - 4.9025 t 2 where t is the elapsed time in seconds; height is the altitude above the ground in meters. Generate two arrays: height and t for 0 ? t ? 60, in increments of 3 seconds. Print the height versus time. Â Â Â Â Modify and use the following for loop to print results: for ii=1:length(height) fprintf( Solution time = linspace(0,60,21) %linspace is used to generate the equally spaced vector with 3s difference. 21 denotes the number of points required as linspace always includes end points.Since 21 points are generated b/w 1 and 60, they are equally separated by 3 sec each. height = 60 + 340 time - 4.9025 time 2 %vector opertation is inbuilt in matlab. So this statement generates height vector for all values in time vector for ii=1:length(height) fprintf(