interprets the complex number for inputs between 1 and +1, because both the sine and the cosine ha unctions and Selecti 8.13 The inverse sine (asin) and inverse cosine (acos) functions a values only between - 1 and +1 (see Figure P8.13). MATLAB®; range as a result of asin or acos for a value outside the For example, we might have s are valid on acos (-2) ans = my which is a questionable mathematical result. Create a function called m asin that accepts a single value of x and checks to see if it is between - and +1 (-1 < = x <= 1). If x is outside the range, send an error message to the screen. If it is inside the allowable range, return the value of asin, 3.1416 1.31701

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Chapter2: Second-order Linear Odes
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Problem 8.13,8.14
8.13 The inverse sine (asin) and inverse cosine (acos) functions are valid onl
for inputs between 1 and +1, because both the sine and the cosine have
result of asin or acos for a value outside the range as a complex number
values only between - 1 and +1 (see Figure P8.13). MATLAB interprets the
For example, we might have
cal Functions and Selection Structures
2
1.5
1
0.5
0
-0.5
-1
-1.5
-21
my
which is a questionable mathematical result. Create a function called m
asin that accepts a single value of x and checks to see if it is between-1
and +1 (-1 < = x <= 1). If x is outside the range, send an error message
to the screen. If it is inside the allowable range, return the value of asin.
acos (-2)
ans =
3.1416
1.3170i
The sine function
-10-8-6-4 -2 0
angle
2 4
6 8 10
ab bat
8.14 Create a program that prompts the user to enter a scalar value for the outside
air temperature. If the temperature is equal to or above 80°F, send a message
to the command window telling the user to wear shorts. If the temperature
between 60°F and 80°F, send a message to the command window telling the
user that it is a beautiful day. If the temperature is equal to or below 60°F, send
a message to the command window telling the user to wear a jacket or coat
from
Suppos
in Table P8
your saving
too Remembe
the comp
Figure P8.17
SWITCH/CASE
Table P8.16 Que
Income
Up to $30,000
Between $30,0
and $60,000
Between $60
and $100,00
Above $10
8.17 I
Transcribed Image Text:8.13 The inverse sine (asin) and inverse cosine (acos) functions are valid onl for inputs between 1 and +1, because both the sine and the cosine have result of asin or acos for a value outside the range as a complex number values only between - 1 and +1 (see Figure P8.13). MATLAB interprets the For example, we might have cal Functions and Selection Structures 2 1.5 1 0.5 0 -0.5 -1 -1.5 -21 my which is a questionable mathematical result. Create a function called m asin that accepts a single value of x and checks to see if it is between-1 and +1 (-1 < = x <= 1). If x is outside the range, send an error message to the screen. If it is inside the allowable range, return the value of asin. acos (-2) ans = 3.1416 1.3170i The sine function -10-8-6-4 -2 0 angle 2 4 6 8 10 ab bat 8.14 Create a program that prompts the user to enter a scalar value for the outside air temperature. If the temperature is equal to or above 80°F, send a message to the command window telling the user to wear shorts. If the temperature between 60°F and 80°F, send a message to the command window telling the user that it is a beautiful day. If the temperature is equal to or below 60°F, send a message to the command window telling the user to wear a jacket or coat from Suppos in Table P8 your saving too Remembe the comp Figure P8.17 SWITCH/CASE Table P8.16 Que Income Up to $30,000 Between $30,0 and $60,000 Between $60 and $100,00 Above $10 8.17 I
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