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Q: 2. Find the measure of AB if C is the midpoint of AB AC= 6x- 20, and CB = 4x -2. %3D
A: Here we are given measurement of two parts of a line . With the help of mid point , we will…
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A: We have given information that MXN⏜ is a semicircle so, MN is the diameter given figure is
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A: Given that, y''=yx2+x-6,y(0)=1 Let F(x,y,y')=yx2+x-6 Then, ∂f∂y=1x2+x-6 Since,…
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A: The conic section is known as the set of points, in which the curve of any of the conic, that are,…
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Q: Find the asea enclose by the cuo ves 4= 8-x2 and y=c?
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Q: Use Picard's theorem, find the largest interval for which the IVP y y(0) = 1, %3D x² +x – 6' has a…
A: Given that, y''=yx2+x-6,y(0)=1 Let F(x,y,y')=yx2+x-6 Then, ∂f∂y=1x2+x-6 Since,∂f∂y=0,…
Q: Use the Trapezoidal Rule with n=6 to approximate π∫0sin2xdx.
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Q: 53. In AABC,X is the midpoint of AC and Y is the midpoint of BC. X Y A B If m2C = 67° and m2A = 72°…
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Q: Prove that the circle {(x, y), x² + y? = 1} is not homeomorphic to the interval [-1, 1).
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Q: 2. If B is the midpoint of AC, which of the, following must be true? I. АВ + ВС 3D АС II. 2ВС - АС…
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Q: Find the point(s) on x = 3 - y that are closest to point A = (1,0).
A: Given: Curve x=3-y2 and a point A(1,0).
Q: an Prove that n! ell7. dz 2ni (Z)n+1 Where C is a circle 1Z| 3D1 %3!
A: We have to prove that ann!=12πi∫Ceazdzzn+1, where C is the circle z=1 Use theorem which is given…
Q: 3. Consider an acute angled triangle ABC and a point D on BC. Find points (by construction) E on AC…
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Q: Show that T,+M, = S2n- Mn=S2n-
A: The given relation is 13Tn+23Mn=S2n Here, Tn is a trapezoidal approximation, Mn is the midpoint…
Q: the KX3 Determine the intersection of and plane tangem line to Cuove at t=5 . %3D
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Q: 2. Given: C is the midpoint of BT AB // RT Prove: BC = TC (or BC = TC)
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Q: An unfenced grass land is in the form of right triangle ABC with AB=8m, BC=16m and AC as hypotenuse.…
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Q: Show that the minimum distance from the origin to a point on theplane ax + by + cz = d is
A: Given: ax+by+cz=d we know that minimum distance p of a point x1,y1,z1 from given equation of plane…
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Q: Find formulas for the distances between (0, 0) and (a, a2 ), a > 0, along the line between these…
A: Derivative of a function is determined as the change of variable with respect to change in another…
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A: Note: The question can be interpreted by many ways. It can be seen from physics point of view by…
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A: Instead of A, I have used Q as the interior point. XY is the line perpendicular to Diameter at Q
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A: Solve the following
Q: c) GIVEN: T is the midpoint of ME & ZG=ZJ PROVE: Tis the midpoint of GJ STATEMENT
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Q: Sketch the solid described by the given inequalities. 3sps 4, os ps a/3, 0S0SR 1.5 21.0 0.5 00…
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Q: Determine whether each of the following statements is true or false, and explain why.:In the…
A: In trapezoidal rule, the length of the subinterval is obtained using the formula ∆x=b-an where n is…
Q: The area bounded by the curve y= 4x and the lines r = 7,1 = 10 and x - aris is O 4900 square units O…
A: From the given curve bounded region is shown below: So, I=∫x=7x=10∫y=0y=4xdydx
Q: Evaluate f 3z2dz over C, where C is the upper half circle |z – connects points O and 1+i. -글히 %3D플…
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Q: Verify Green's Theorem for: f4y³dx-2x²dy where C, oriented anti-clockwise, is composed of the…
A: To find the integral ∮C4y3dx-2x2dy where C is the positively oriented closed curve x2+y2=9, y≥0 and…
Q: Let C be the line segment connecting 0 to ni. Then f. 1-e2z dz =
A: we have to find integration
Q: 8. Prove the converse part o median of a trapezoid is p parallel to the base; const to the base, and…
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Q: Drive the frenet frame ,curvature and torsion of binomial indicatrix of hypocycloid
A: We need to Derive the frenet frame, curvature and torsion of binomial indicatrix of hypocycloid
Q: A rod of length a unit slides on the x-axis and another rod of length b unit slides on the y-axis in…
A: Given: A rod of length a unit slides on the x-axis and another rod of length b unit slides on the…
Q: 4. Evaluate where C is a circle of radius 2, parallel to the r - z plane and around the y-axis with…
A: Using the parametric equation of the curve C.
Q: Findauihtvectorhermat to thesuFace X Y +X2=1 et the Point (-1,1,1)
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Q: Prove Green's theorem for the rectangle defined by xo < x < x1 Yo < y < Y1 (a) directly, and (b)…
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Q: 5. Given: C is the midpoint between C Prove: B E I
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Q: Use the trapezoidal rule with n = 2 to estimate - dz. Hint 1 Set Ar = -. The endpoints of the…
A: Trapezoidal Rule : ∫ab f(x) dx ≈ ∆x2 f(x0) +2 fx1 + 2fx2+...+2fxn-1+fxn ; where ∆x = b-an.
Q: Q5. Prove that the circle {(r, y), x² + y? = 1} is not homeomorphic to the interval [-1, 1].
A: Here we can prove this question using topological property connectedness.
Q: Show that the two triangles are congruent using a flowchart. Remember to justify your conclusion by…
A: We have to prove congruency of triangle
Q: Sketch the solid described by the given inequalities. Oses n/2, r szs4
A: We have given that 0≤θ≤π2 & r≤z≤4
Q: 7. What additional piece is needed to prove JMLK is a rhombus ?
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Q: Q
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Q: Is it true that if ƒ(x) > 0 at a point, then ƒ′(x) > 0 atthat point? Is it true that if ƒ′(x)…
A: a) Let f(x) = sin(x) f ' (x) = cos(x). Let x=2π3 Find the function's value at a point x=2π3.…
Q: Prove that if 0 < x < 2r, then a circle of radius r has a chord of length x. (You can do this using…
A: According to given ,only 1st solved....Radius of circle = r
Q: Given: APQR has a right 2Q. M is the midpoint of PR. Prove: MP = MQ = MR
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Q: find the functon r that satisfies the following conditions rt)=;rli) = į rli)= 67,6,3> %3D
A: Given r'(t)=<3t², 6t⁵, 4t³> which satisfies r(1)=<7, 6, 3>
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