Graph f(0) = -2 cot (8) +2 where -≤ 0≤T.
Q: 15. A = 50°, b = 15, c = 30
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Q: 8. Identify the amplitude and period, and use the information to sketch one complete cycle of the…
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A: Topic- Law of sines We are given two sides of a triangle as 2.7 and 3.0. and angle opposite to 2.7…
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Q: Simplify the expressions below. (a) sin(arcsin()) = (b) For what values of x is your answer to part…
A: See this solution in below.
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Q: If Wendy answered 18 questions correctly and obtained 90%, how many questions were on the test?
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Q: 9 Verify each of the following trigonometric identities: cos - 1 cose + 1 (a) sec 0 + tan 0 sec -…
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Q: d all solutions of the equation in the interval [0, 27). tan 0=- 3 4 there is more than one…
A: Given query is to find the solution for the equation.
Q: Given this unit circle, what is the value of x? (x, ) D (1,0) X = -8
A: The figure of the unit circle is To evaluate: The value of x.
Q: Walter is reading a book for English class. He records the number of pages, p, he reads as a…
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Q: 4 If sin 0,0 in quadrant II, find the exact value of (b) sin (0+7) (a) cos 0 (a) cos 0 = (Type an…
A: We have to find out trigonometry value
Q: solve the triangle with the given parts. a=25.1 m b=13.2 m c=12.5 m
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Q: 15. You are standing 48 horizontally from the base of a vertical wall 17' tall. What is the angle of…
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Q: Using the Law of Sines In Exercises 25-30, use the Law of Sines to solve the triangle. If two…
A: I am attaching image so that you understand each and every step.
Q: solve the triangle. 1 a) a=20 b=18 c=25 A=? B=? C=? b) a= 20 b=30 c=12 A=? B=? c=?
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Q: Problem 5: The tip of the minute hand of a clock is 3 inches from the center (perceived radius of 3…
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Q: y = csc (8)
A: As per rule of bartleby we can solve only one question at a time and we can solve only three subpart…
Q: The following picture is of the graph of f(0) = sine where - ≤ ≤n. Click to enlarge. O True O False
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Q: Find the principle solution of tan(4 + 6x) = -√3. X = If there is a distinct solution from the other…
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Q: Cos(75^•) sin (195^•) Cos(75 degree’s) Sin (195 degrees)
A: Given expression: cos75° sin195°cos75°sin195°
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Q: Use trigonometric identities to simplify the expression. cot² (6) cot² (8) sec² (8)
A: To simplify the given expression
Q: verify each identity 1) tan X sec X sin X = tan2X 2) (4sin2X-1) / (2sinX+1) = 2sinX-1 3) (sinX -…
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Q: 11. Graph the following: y = cos-¹x
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Q: (a) Using a trig identity, write x(t) = cos(5t) — sin(5t) using only one cosine function. - x(t) =…
A: (a) x(t)=cos(5t)-sin(5t)
Q: Evaluate sine, cosine, and tangent for the angle = -600°. Use the reference angle, 8, and write your…
A: Explained below
Q: Find the principle solution of tan (4+ 6x) = -√3. x = If there is a distinct solution from the other…
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Q: 44. csc - sin cos x cotx
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Q: sin(theta) = -2/7 and (theta) is in quadrant III, evaluate the following. Leave results as exact…
A: Given query is to find indicated trigonometric functions.
Q: A clock with an hour hand that is 12 inches long is hanging on a wall. At noon, the vertical…
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Q: Using the Law of Sines In Exercises 25-30, use the Law of Sines to solve the triangle. If two…
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Q: Find ß in degrees. B 12 7 [?]° Round to the nearest hundredth. Enter
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Q: the sum in the complex plane (-7, 8) (-2, 3)
A: Given query is to add the complex numbers.
Q: Find the exact value of each of the following under the given conditions. a. cos (a + B) b. sin (a +…
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Q: Automobile Repair Costs Time (Hours) 1 2 3 4 5 Karina spent $640 on an automobile repair. Which…
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Q: Siven this unit circle, what is the value of x? 314 O (1,0) X = - √[?] Enter
A: Given query is to find the value of x
Q: solve the triangle. a= 8.014 in c= 6.156 in B= 79.67°
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Q: Write the equation of a sine or cosine function to describe the graph. M 1
A: Given query is to find the sine function for the curve.
Q: You are asked to model a real-life problem using a sine function in the form of f(x) = asinx+ c, and…
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Q: #3 Sin (345 degrees)
A: See this solution in below.
Q: 3 Find sin 2.x, cos 2x, and tan 2x if tan.x = and x terminates in quadrant I. 2
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Q: sin = sec 0 = √2 cot = 8 3
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Q: LINE AB BC CD DE EF FA DISTANCE 495.80 850.60 855.50 1020.85 1117.25 660.10 BEARING N 5°30' E N…
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Q: how do the steps differ so like synthetic division you would only focus on the coefficient what do…
A: Method of division in polynomials: Long division: Method of dividing a polynomial by another…
Q: 4) Cas (15)
A: Given query is to find the value of the cos (15°).
Q: Which function has the greatest average rate of change between the interval 0 < x < 4? A Number of…
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Q: Determine two exact values of (in radians) in the interval (0, 2), such that sin 0 sec 0 = √2 cot 0…
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Q: Use the law of sines to solve for all possible triangles that satisfy given conditions. 1.…
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- Find two numbers with difference 130 and whose product is a minimum.When a baseball park owner charges $5.00 for admission, there is an average attendance of 100 people. For every $0.25 increase in the admission price, there is a loss of 2 customers from the average number. What admission price should be charged in order to maximize revenue $? What is the maximum revenue?How can a proper equations be written based off information from these two graphs?
- To prevent pests, an orchard can have no more than 9 times as many apple trees as peach trees. Also, the number of apple trees plus 3 times the number of peach trees must not exceed 372. The revenue from a single apple tree is $96 and the revenue from a single peach tree is $266. Determine the number of each type of tree that will maximize revenue. What is the maximum revenue? Let x represent the number of apple trees and y represent the number of peach trees.How do I find this problem in interval [0,2 π)?A train leaves Toronto at 2 p.m. A second train leaves Toronto at 5 p.m. and follows the first train. The speed of the second train 65 km/h faster than the first train. If the second train is 50 km behind the first trainat 8 p.m., what are the speeds of the two trains?
- The difference of two numbers is 18. What are numbers so that their product is a minimum?Graph the system of inequalities on a coordinate plane. Upload your labeled graph with the correct solution region shaded for grading. 2x + 3y > -2 -3x + 2y > 1determine two numbers which have a difference of 7 and product which is a minimum
- Solve for the maximum and minimum values for ∫(x^3−2)/3dx. (Upper limit is 1 and lower limit is -2The Cloud North American cloud computing revenues from 2008 and projected to 2020 can be modeled by y = 0.231x2 - 2.242x + 11.101, where xequals the number of years after 2000 and y equalsthe revenue in billions of euros. For what years from2008 to 2025 does this model estimate the NorthAmerican cloud computing revenues to be at least65.89 billion?Find two positive numbers whose sum is 15 so that the sum of their square is minimum,