After 2 arcs are marked on the extended JK_, what is the next step in constructing the orthocenter in ΔJKL?

Q: 5 H. N 3 M

A:

Q: Find the area outside "r^2=9cos(2theta)" and inside "r=2-cos(theta)"

A:

Q: evaluate the mtegral ntearal In (Vx) dx

A:

Q: Find the arclength of fox) = Ln/sinx/ on [1, 2] Round the answer to 2 decimals.

A:

Q: Find the inverse of f (x) = Given f (x) 3-4x = X state the domain of f and f-1 in interval notation.…

A:

Q: Q4) Find the shared area between the two cardlold r=1+sin@ and r%3D1-sin0

A:

Q: Find the length of are リ-Jx-2+ Sa'z) + Sin

A:

Q: I-x² f (x, y, 2) dz dy dx 1-x² Jo

A: we have to find the region of integration

Q: In the diagram below of ASIR, a) Draw AS'I'R' the image of ASIR after a dilation Dp 05

A: We get △S'I'R' as

Q: Evaluate the integral. -19e - 42 Answer: -7(In e*) + 2 In(e* +2) + 5 ln(*+3) +C Hint: let u = e" so…

A: We need to evaluate ∫-19ex-42e2x+ex+6 dx. Notice that e2x+ex+6=ex+2ex+3. So, ∫-19ex-42e2x+ex+6…

Q: Evaluate p* sin 0 de dr.

A:

Q: Sketch ler=qcose

A: The given curve is  1-r2=9cos(θ)

Q: Ql Find se dx |

A:

Q: 1. 50 H. G 3.

A: Given :— JH = z GH = 3 Angle JHG = 50° Now, Using Trigonometry Ratio Cos50° = 3/z 0.643 = 3/z 0.643z…

Q: 6. J de cote sin²0

A:

Q: Find the length of the arc of 6xy x^4+ 3 from x = 2 to x = 3.

A:

Q: Calculate the area boundes by the curve r = 2(9)cos^2 theta. Final answer should be rounded off to…

A: Given curve is r=29cos2θ. We have to find the area bounded by the given curve. The region bounded by…

Q: Multiply A Simpuity (1-cot e

A: Follow the steps.

Q: Differentiate, hcx) = In (x-Vr

A:

Q: 1 2 Consider A = 0 - 1 and the vector ï = 2 Find Ax and sketch both i and Ar: 0 0 2

A:

Q: evaloate the inlegral sS tant Sec"tdt

A:

Q: it says it is incorrect in my hw

A: