9. Fill in the blank. Find all solutions in the interval [0, 201] to the equation 1 sin CoS 10 10 4 The solutions are (Use a comma between solutions, as needed.)

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter3: Functions
Section3.6: Absolute Value Functions
Problem 38SE: Cities A and B are on the same east-west line. Assume that city A is located at the origin. If the...
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Fill in the blank 

Find all solutions in the interval [0,2theat] 

The midpoint of the interval 1=[- 58, 115] is
(c) Recall that the expression x- a sb is a mathematical way of writing all real numbers x w
number a is less than or equal to (the number b). We can use this expression to describe inte
example, the interval [-2, 4] can be described using the absolute value function as numbers
|x-1|<3.
Express the interval I= [-58, 115] using absolute value function.
The interval I=[-58, 115] means all real numbers that satisfy x-
9. Fill in the blank.
Find all solutions in the interval [0, 201] to the equation
()
1
sin
10
COS
10
The solutions are
X =
(Use a comma between solutions, as needed.)
10.
Let f(x)=x - 20x with domain x< 10. Use f(x) to answer parts (a) and (b).
Fill in the blanks.
1
(a) Find a formula for f (x).
1
(x)%3D
Transcribed Image Text:The midpoint of the interval 1=[- 58, 115] is (c) Recall that the expression x- a sb is a mathematical way of writing all real numbers x w number a is less than or equal to (the number b). We can use this expression to describe inte example, the interval [-2, 4] can be described using the absolute value function as numbers |x-1|<3. Express the interval I= [-58, 115] using absolute value function. The interval I=[-58, 115] means all real numbers that satisfy x- 9. Fill in the blank. Find all solutions in the interval [0, 201] to the equation () 1 sin 10 COS 10 The solutions are X = (Use a comma between solutions, as needed.) 10. Let f(x)=x - 20x with domain x< 10. Use f(x) to answer parts (a) and (b). Fill in the blanks. 1 (a) Find a formula for f (x). 1 (x)%3D
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