111° (-z+2)° (4x+3)° (y+3)°

Q: 90° counterclockwise y 4-3-2-10 1 2 3 4 -1 2

A: When we rotate a figure of 90∘degree counterclockwise, each point of the given figure has to be…

Q: In ABCD, mZB = (4x – 14)°, m2C m/D = (6x + 8)°. What is the value of ? x – 1)°, and -

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Q: dx x3-4x2+4x

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Q: sec² (w) - -dw 4w2 +1 10.

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Q: Solve for x (19x- 1)° (13x - 5)

A: Given, A right triangle with angles are  19x-1°, 13x-5°, and 90° We have to find the value of x

Q: Find m/BCA B (5x + 12)° (9x + 1) C (10x - 37)° | MZBCA = ->

A: Theorem  Sum of all angles of triangle equal to 360°

Q: (4) Draw y=2

A: Solving

Q: 60° 7x + 19 11x - 89 60°

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Q: 2p- dz 3.

A: We first factor the numerator and denominator to simplify

Q: -8y-9(2y²)°(4y¬8)-2

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Q: Write y=2(0.5x-6)(6-24x) in the form y=k(x-r)(x-s) and give the values of k,r,s.

A: We have to factor out 0.5 and -24

Q: の 2dx (3×+12メ-15) ー2

A: Given I=∫23x2+12x-1512dx

Q: -(8х — 1)° (4х + 7)°

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Q: 40 (3x +10)°

A: Using concept of opposite Angles.

Q: (4x² – 5x)5(8x – 5) dx

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Q: (2x-2)° (x+5)°

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Q: 07 tanxtan2x + tan2xtan3x +. + tan5xtan6x-D14 tan6x calculate: tan x 15 10 20

A: It is known that tanA-B=tanA-tanB1+tanAtanB.

Q: (3x + 2)° 2x (x + 5)° (2x + 1)°

A: When the sides of a quadrilaterals are extended and the exterior angles are produced. The sum of…

Q: (2x + 11)° 14x – 3)º

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Q: (4x+7)° (2r + 5)

A: Let the lines be l and m and the angles be X and Y.

Q: 2³ X³ y)³

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Q: (6x + 7)1 65 (y+9)°

A: The angles on one side of the transverse line and inside two parallel lines is known as the…

Q: (a + 5) = 49 x +5 2.

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Q: Find * L-1{ 52-4s+13

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Q: dx 2. 5x² +16

A: Question:- ∫dx5x2+16   Solution:- I=∫dx5x2+16 I=15∫dxx2+1652            standard form of…