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Q: Write the expression y tan (arccos ()) algebraic function without any trigonometric as an or inverse...

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Q: 9. Mrs. Berger is making a circular tablecloth for her table. Her table has a radius of 3 feet. Whic...

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Q: If tanA=sqrt3 , then find SinA,cosA and CotA

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Q: 20m ) In the diagram, point S is a point of tangency. Find te radius, 10m

A: Here we find radius of circle

Q: The graphs of f and g are given. Find a formula for the function g. g(x) = y 10 8. 4 fx) = x -4 -2 2...

A: Given f(x)=x2 We have to find the function g(x).

Q: Write the following function in terms of its cofunction. IT sec 6.

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Q: x+4 dx (x-3)(x+6) e. S dx (x-3)(x+1)

A: “Since you have asked multiple question, we will solve the first question for you. If youwant any sp...

Q: (27)

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Q: 3. In AVWX, the measure of LX=90°, WV = 65, XW = 16, and VX = 63. What ratio represents the tangent ...

A: Form a triangle as per given ratio:

Q: 6. State whether the triangle is acute, right, or obtuse. 19 27 18 A. Acute B. Right C. Obtuse

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Q: What are the measures of the missing angles?

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Q: The length of the base of an isosceles triangle is 48.14 inches. Each base angle is 23.84°. Find the...

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Q: Express the following as a single logarithm and, if possible, simplify. log a(c - d) + log a (c + d)...

A: we have given logarithmic expression  And we have simplify.  For this we can use the properties of l...

Q: 1. Solve for the length of the missing side in each of the following triangles: a. b. с. 8. a 41° 30...

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Q: Simplify the first trigonometric expression by writing the simplified form in terms of the second ex...

A: Given, cosx1+sinx+tanx;cosx To write the above expression in terms of cosine.

Q: Prove (sec x sec y + tan x tan y) - (sec x tan y + tan x sec y) 1

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Q: Which equations can you use to find MN? Pick 2 answers. 60 10 M S/3 sin N = 10 tan L = 5V3 tan N = 5...

A: Given that LMN is a right angle triangle. Find the side MN.

Q: Please I need it fast

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Q: The coordinate for C is 8,-4

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Q: which of the following statements are true about the graph of f (x)= cot x?

A: From graph of y= cot(x) we have to select only 2nd and 5th statement. Can be explained as;

Q: ctions IXL Search topics and skills Learning Diagnostic Analytics Recommendations Skill plans Geomet...

A: We have to find value of x

Q: Find the sine, cosine and tangent of a half-angle

A: Given, sin(α)=3365

Q: sin (x). Find a value of x that satisfies the equation cos 51° Submit

A: our objective is to find x in degree.

Q: Let f (x) = 3 sin ( (x + 3)) a. Find the five key points; that is, find the points that correspond t...

A: Given: fx=3 sinπ4x+3  ……1

Q: Two farmers each have triangular plots of land. A model of their land is shown in the diagram below ...

A: Triangle ABC and triangle DEF are plots of two farmers given in the figure of the problem. Part A: F...

Q: Prove that + tan tan 13 tan 7 9.

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Q: dx 1. Evaluate S- x Vx-

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question s...

Q: For this specific problem, what would I use and how would I use it to identify this problem here?

A: We want to verify the given trigonometric identity. Here we use double angle formula of cosine and s...

Q: (b) Prove that : - 1) (coshx)2 - (sinhx)2 = 1 ,2) coshx - sinhx = e, 3) (cothx)2 -1= (cschx)2 %3D

A: Use hyperbolic  function 

Q: BB x is an acute angle. Find the value of x in degrees 3 tan (x) = 3 X = Submit

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Q: 6. Find the measure of the missing angle: а. 100 12 b. 12 70° 18 16

A: To find the missing angles we use law of sine. Law of sine can be applied to any triangle.

Q: The altitude of a mountain peak is measured as shown in the figure to the right. At an altitude of 1...

A: We will find the height of mountain A .

Q: nd the measure of the indicated angle to the nearest degree. You must use ie 2nd key when looking fo...

A: We use Trigonometry ratios and inverse Trigonometry to find missing angle

Q: Prove

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Q: A ship's sonar locates wreckage at a 15 degrees angle of depression below the water, as pictured. A ...

A: Given: A ship sonar locates wreckage at a 15° angle of depression below the waterA diver is lowered ...

Q: On the domain of [0,2π), for which of the following values of x will cosx=secx? Choose all answers t...

A: We have to find  the values

Q: Find a value of x that satisfies the equation cot 134° = tan (x %3D Submit

A: we complementary angle formulas cot(90-x)=tan(x) tan(90-x)=cot(x)

Q: Solve the right triangle​ ABC, where C=90°.   a=77.7 ​yd, b=42.2 yd

A: As this is right triangle so use the Pythagoras theorem.

Q: Find the exact values of the following

A: Given expression is cos2π3+sin2π3. To find to the exact value of the given expression. Solution: Met...

Q: 20m In the diagram, point S is a point of tangency. Find te radius, 10m

A: Pythagoras theorem

Q: Find the distance in kilometers between the following pair of​ cities, assuming they lie on the same...

A: Location of  City​ A, 42°​N, and location of  City​ B,19°S Also given they lie on same longitude (no...

Q: Prove the following identities and give the valuesof x for which they are true

A: We have the identity : cos(2sin-1x)=1-2x2 We have to solve for x

Q: cos (x) = -0.7. If x and y are complementary, what is sin (y)? %3D Submit

A: Given X and Y are complementary angles  means X+Y =90°

Q: AD is a diameter. 6) Name semicirele 450 60° 7) Find AC. E

A: Geometry

Q: Find the value of x

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Q: x is an acute angle. Find the value of x in degrees. cot (x) = /3 %3D X = Submit

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Q: Sorry here is the question again

A: We have in ∆ABC ∠C=90∘ and BCAB=25 we have to find tan(A)=?

Q: Example: Find (AU B)' nC for the sets A, B and C depicted below. U A 4 2. 8. 12 20 15 10 5 91 3. 00

A: In the question it is asked to calculate (A∪B)'∩C for the sets given below in the image.

Q: 4. Find the derivative of the functions. (2x2-3) a. y = (x247)5 sin x b. y = 1+cosx

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Q: what is the value of x if cos(5x+10)°=sin(4x−1)

A:

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.