Exercises: تمارين А- [3 5 7 4 6 3 31 A + B Л— В B فجد 1 6 1 7 2 4 0,A = 1 7. B. A Л. В , 3A 8 5 Л. В VZB i B = A = [V7 o 3] - В.Л ||

Q: ) Eliminate the arbitrary umstants of y= C, + C2 e ** + C3 e 3x

A: The given equation is y=c1+c2e2x+c3e-3x. We have to eliminate arbitrary constants c1, c2, c3. Since…

Q: x = 6v + 6w, y 2w + 2u?, z=9u + 9v a(x, y, z) a(u, v, w) =672uvw +108 %3D

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Q: find ---y (a) u•v, (b) u•u, (c) ||v ||2, (d) (u• v)v, and (e) u • (3v).

A: Disclaimer: Since you have asked a question with multiple sub-parts, we will solve the first three…

Q: mQR = 100. Refer to OP for Exercises 4–8, given that R T? t? 7. What is mZR ?

A: The degree measure of a minor arc is equal to the measure of its corresponding central angle. Sum of…

Q: Which is a counterexample that shows that, for whole numbers a and b, a÷b=b÷a is false?     A…

A: Given: ab=ba Now if we take a=1 and b=1 then ab=ba⇒ab=11=1⇒ba=11=1⇒ab=ba=1 Hence given result is…

Q: Copy and complete the proof of Theorem 2-5: If two lines formcongruent adjacent angles, then the…

A: Given: In figure ∠1≅∠2. To prove: l⊥n

Q: 71. r(и, v) — 4ui + (Зи — v)ј + vk 0 < u < 3, 0 < v < 1

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Q: describes. A v 1.4 <r< 5 and 0 <0 < 2n ? v 2.4 <r<5 and a/2 < e< 3n/2 B ? v 3.0 <r<5 and 3/2 < 0< 2n…

A: According to figure shown below, answer all questions.

Q: For Exercises 19–24, perform the indicated operations for v = (-8, 0) and w = (5, -3). 19. v + 3w…

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Q: n Exercises 13-16, assume 2A and ZB are complementary and EB and 2C are supplementary. 13. If mLA =…

A: Sum of complimentary angle is 90 and sum of supplementary angles are 180

Q: A two-column proof should contain the same (or similar) statements and reasons as a flow proof. O…

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Q: For Exercises 66–68, find the indicated value. a. v. w b. v. v 66. v = (12, 8), w = (-3, –5) 1 8 3…

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Q: Find (a) u ∙ v, (b) v ∙ v, (c) ||u||2, (d) (u ∙ v)v, and (e) u ∙ (5v).u = (3, 4), v = (2, −3)

A: Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the question and…

Q: y = 6 7x, y = 67u-1 7x — 1, у %3D 6" 67*, y = u+6-1 –7x, y = 6“ 6*, y = ux-1 TEXT P = V72 + 14 7, P…

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Q: Assume that u- v = 8, ||u|| = 1, and ||v|| = 10. What is the value of lu- (9u – 8v)?

A: To get the values, first simplify the expression in such a way that you can use the given values.…

Q: zek whe ther 7,4)=(2+) 2) %3D nes a lince tras Jov Me

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Q: In ATUV, TV = UV. a) If mzT b) If mZT = 7x + 2 and 71°, find mzV. mZU = 9(x - 2), find mZV. T…

A: Solution: Consider the given triangle TUV and TV ≅ UV  that is TV = UV Also, it is given that m∠T =…

Q: Write v as a linear combination of u and w, if possible, where u = (2, 3) and w = (1, −1). (Enter…

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Q: y y' = x=2, y =4 x+ Vxy

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Q: 3 y = 2x2 fonksiyonunun [0,1] aralığındaki yay uzunluğu aşağıdakilerden hangisidir? a) O 27 (10/10 -…

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Q: The colder a substance gets the less its particles move. O True False QuickNav

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Q: Calculate r(1), assuming that r"(1) = (4 – 16r, 1212 – ). r'(0) = (1,0) , r(0) = (0, 1) %3D %3D

A: Consider: r''t=4-16t, 12t2-t,   r'0=1, 0, r'0=0, 1. Calculate rt.   First calculate r't Apply vector…

Q: Find SV. T. 15 30 R U 16 V SV %3D Submit

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Q: Let u (41, U2, Uz). Explain why u•u > 0. When is u•u 0?

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Q: Find speed and acceleration at a point (C,D), if distance of a particle is given by S = 2t^3− 3t^2…

A: The acceleration of an object is the rate of change of its velocity. The velocity of an object is…

Q: Evaluate |/I. ze*+ydV where B is the box determined by B 0 <x < 4, 0 < Y < 3, and 0 < z < 3. The…

A: We have to evaluate the integral

Q: fx, x, (*1 *2) = T6 IXl<4, 2 < X3< 4 are independent and orthogonal.

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Q: If VW = -2z + 29, UX = z + 9, and ST = z + 13, what is UX? %3D V U UX w/ ト

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Q: 7. If p || q, mZ4=4x+31, and m636x+ 13, then a. mz1 = %3D 16 b. m/5% = - 4)

A: Below is the solution:-

Q: Find u v. = (9, 2) v 3 (-8, 4) V: U V D

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Q: Determine what rule of replacement was used: (E ɔ F) · (G ɔ H) .: (E ɔ F). (~~ H ɔ ~ G) A Material…

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Q: Given: MZRST = 39° mZTSV = 23° Find: MZRSV R T Exercises 16-24

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Q: Find u · v, u· u, ||v||2, (u· v)v, and u · (3v). u = (4, -2, 5), v = = (0, 6, 3) (a) u V (b) (c)…

A: Since you have asked a question with multiple parts in a single request we would be answering only…

Q: One of the statements below is False.  Which is it:  a, b, c, or  d ? a)  d/dt (t⋅2t) =…

A: We need to find which of the given statement is False. So we will solve each statement and match…

Q: If u = 4 i - j and v = 2 i +3 j then u – 2 v´ in terms of i and j is

A: Given :                                       u→ = 4i→ - j→  ,    v→ = 2i→ + 3j→…

Q: ZB — 108°, а — 21, b 3 19 %3D

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Q: Write v as a linear combination of u and w, if possible, where u = (2, 2) and w = (2, –3). (Enter…

A: Solution is written in below steps.

Q: Assume that u. v = 2, ||u|| = 9, and ||v|| = 3. What is the value of 1u (2u - 10v)?

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Q: Determine a,î xb,j = a,b, G × D %3D а. a,by b. zero С. d. a,bz

A: As we know that cross product is given by i^×j^=k^j^×k^=i^k^×i^=j^

Q: 2 –1 2 1 1 1 7 7 B -2 1 1 Let A 1 2 5 1 3 Which one is true? (Üstteki matrislere göre hangisi…

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Q: Disprove the statement by giving counterexamples If m,n ∈ R, then |m + n| = |m| + |n|.

A: The equation is m+n=m+n.

Q: Evaluate Js I | ix, v, z) ds. Ах, у, 2) - Ху S: z = x2 + y2, 9 sx² + y2 < 81

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Q: 1. If a || b and m25 = 129°, then 2 3 a. m27= b. m23 = a 1 4 C. mZ2 = d. m/8 %3D %3D 86

A: If a || b and m∠5=129°, then(a) m∠7=?(b) m∠3=?(c) m∠2=?(d) m∠8=?

Q: NEXR T Ky o oy 4 X, ~ N(22,0%)and S — 4, then P(X < 23.863) Select one a 0975 b. 0.99 c. 090 d. 095

A: According to the central limit theorem, the sampling distribution of the sample scores follows the…

Q: Giveu: m<CED=78° w z BAE = 24° Fud: uCD u BE B, %3D A.

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Q: = a, duo b (e uz+g uz+s u4) – d (c uz+f u3+r us) (d ui+e uz+g uz+su4)² aF(u0,...,us) %3D Ine…

A: we have introduce a continuous function F:0,∞5→0,∞ which is defined by…

Q: (b): Find the values of V10 (Vab) (1): (a² + b²), (2): and (3): ab(a² + b²) by using fomulas if V5…

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Q: In Exercises 15-16, find B = (b1, b2) such that v = AB. 2 15. v = and A = (1, -2) [:] -3 16. v = and…

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Q: write of VV2,V3, where Vas linear Combination. V= (2,7,10), V,= (1,2,3), Vz (1,3,s)3=U,5,9).

A: The given vectors are v=2,7,10v1=1,2,3v2=1,3,5v3=1,5,9 We have to write the vector 'v' in the linear…

Q: (b) P = V3t +6 . O u = 3t2 + 6, P = Vu I| = V32 + 6, P = vu U = Ou = 3t, P = \u² + 6 O u = 2 + 6, P…

A: Given that, P = 3t2+6 . Now, P can be written in terms of u with proper substitution.