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Q: Factor csc2 x − cot x − 3.

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Q: Find the value of x in each triangle. 1. 2. 45°x 14 45 18 45° 3. "Joo

A: 1. as two angles of triangles are equal  it is isosceles right angle triangle  Apply Pythagoras…

Q: cosergant Mfinite

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Q: R:t. Evaluate Cosny dy

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

Q: Enter segments in the blanks provided that would result in a true equation. J K H. G

A: We need to enter segment.

Q: Solve each equation on the interval 0 ≤θ < 2π . csc2 θ = cot θ +1

A: We know the trigonometric identity, cosec2θ=1+cot2θ          ⋯⋯1 We have, the given equation as…

Q: teps that it took to convert to that form.. (9) fix,y) = X ty+xy i

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Q: If -180° < A< 0°, then terminates in which quadrant? て一2

A: -180°&lt;A&lt;0°To find the quadrant in which A2 terminates

Q: Using the figure shown, find cota (3, - 4) -4/3 4/3 3/4 -3/4

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Q: Find the value of 'x' using the Pythagorean Theorem. 96 100

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Q: Consider the figure.

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Q: USC the distance formula to find the distance between:(8,5) and (, to)

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Q: . fund the In A ABC , BD is an altitude Value of if m*ADB = 5 X-S,

A: BD is the altitude It means BD makes angle 90 degree with AC So ∠ADB=90

Q: Solve for X each Figure is a trapezoid

A: here the line LK is the middle line of the trapezoid so the length of LK is the mean of 10 and 16

Q: Write an equation to find the value of x so that each pair of pelygons has the same perimeter. Then…

A: Given,

Q: coth? (x) – csch2(x) = 1

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Q: 1. 2. 45° X 3. 45 14 18 45 8

A: Pythagoras theorem :: a2 + b2 = c2 where a =side of right triangle b= side of right triangle c =…

Q: Find w for the minute hand of a clook.

A: Angular velocity for the minute hand of a clock.

Q: 3. 31° В

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Q: Evaluate the in verse m atriX -2T

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Q: Which is an altitude of AABC? A- D C

A: An altitude of a triangle is a line segment that starts from the vertex and meets the opposite side…

Q: Fill in the blank: If a ≠ 0, the degree of axn is ........... ?

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Q: Solve ſ cot3 4x csc² 4x dx then evaluate the answer at x=22, C=26

A: ∫cot34x csc24x dx

Q: 20. Use the Law of Cosines to solve for x 21 26 16

A: In a triangle with side lengths a,b,c; according to cosine law: c2=a2+b2-2abcosα where α is the…

Q: If u is an expression involving x, the equation au2 + bu + c = 0, a ≠ 0, is called an equation…

A: we know, Any equation containing one term in which the unknown is squared and no term in it which is…

Q: Use telescoping to find the value of: 500+1 1 1 Σ 26i – 51 26i + 104 – 51 i=2

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Q: Use the special right triangle formulas to find the value of x. 16 45°

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Q: ices with the same size, then (AT + B")":

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Q: Find the value of A if a =100 ; c=100sqrt2 ; C=45 degrees

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Q: ind the value of 2 (x+5) = 3(2-5x %3D

A: Given: 2(x+5)=3(2-5x)

Q: Syll Solve the formula for the specified variable. t= pb for p Ani Ma p= My Ma

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Q: solve triangle for a＝2，c＝1，C＝100。

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Q: Which of the following is closest to the distance that the tip of the hand travels as it moves from…

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Q: Using the figure shown, find sece (3,- 4) 5/4 5/3 -5/4 -5/3

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Q: S( 2 cot?0 – 3 tan²e) de

A: Follow the procedure given below.

Q: Refer to the number line. Find the coordinate of point X such that the ratio of MX to XJ is 3:1.

A: The coordinate of point X is (14,0)

Q: Solve. In the space provided, type the answer without any spaces between the letters, numbers, or…

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Q: Find the values of the variables indicated below. m=__degree k=__degrees

A: Explanation of the answer is as follows

Q: An (Bu A) n B) =

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Q: Solve for x in the following right triangle.

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Q: Use Pythagorean Theorem to find the value of the missing side. If the answer is a decimal, round to…

A: Please refer the attached image for complete solution. THANKYOU.

Q: Find the value of x in each triangi 1. 2. 45 X 45 8.

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Q: 19. Use the Law of Cosines to solve for x. 23 52° 30

A: Given triangle,  To find the length of AB which is equal to 'x' units using law of cosines.

Q: answers in terms of i,j and k.

A:

Q: If 0 0 , A , 90 0, then A/2 terminates in which quadrant?

A: Given: A is an angle such that 0°≤A≤90° To determine: In which quadrant A2 terminates?

Q: Write the letter of each answer Point Mis the midpoint of AB

A: Given, M is the mid-point of AB

Q: Find the value of x. Then find the length of the midsegment. 54 3x

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Q: Express ? in each figure in terms of x

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Q: Verify that CAB)=A Verty 8. A= and B 1-2 3. 12 Find CAB) Find o'AT 吕91

A: To verify that (AB)^T=B^TA^T.