In abc ab -3i+6j and ac 10i-2j
WebAug 4, 2024 · If a=i -j+2k, b = 4j - 2k and c = -10i - 2j +4k Find the angle between the vectors a and c Find a +c WebThe position vectors of points A, B and C relative to the origin O are 2i + 3j, 10i + 2j and λ (-i + 5j) respectively. (a) Obtain an expression in terms of λ for (i) AC (ii) AC (b) Given that AB = …
In abc ab -3i+6j and ac 10i-2j
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WebA constant force of F = 10i +2j – k newtons displaces an object from A = i + j + k to B = 2i – j + 3k (in metres). ... Find the work done in newton metres. work done = F.d = F. AB (7 marks) Physics, Science. 26 0. X Choose your mode of payment. Get full Expert solution in seconds. $1.97 ONLY. Unlock Answer EXPERT ANSWER. Post Question. Get ... WebAC and . BC M1 . 15 2.0 5 2 629cos 12. √√. ACB =+= ∠ se of scalar productu M1 A1 . ∠= °ACB 57.95. awrt . 57.95 °A1 4 . Alternative method. A:(2, 3, –4) B:(–5, 9, –5) C:(5, 9, –1) …
WebThis problem has been solved! You'll get a detailed solution from a subject matter expert that helps you learn core concepts. See Answer Question: 3. Given A= -3i + 5j, and B = 10i +2j. … WebClick here👆to get an answer to your question ️ The vectors AB = 3i + 5j + 4k and AC = 5i - 5j + 2k are side of a Δ ABC . The length of the median through A is: ... Vertices of a ABC are A (2, 2), B (-4, -4)and C (5, -8), then the length of the median through C is : Medium.
http://mathcentre.ac.uk/resources/uploaded/mc-ty-cartesian1-2009-1.pdf WebLet xbe the straight line distance AB 32 = x2 + 22 2x 2cos24 x2 (4cos24 )x+ 4 = 9 x= 4:715km (ignoring the negative root.) The road route is 2 + 3 4:715 = 0:285km (or about 300m) longer than the straight line dis-tance. An alternative to solving this algebraically would be to use the geometry app in the ClassPad to construct a scale diagram. 3
WebOct 19, 2024 · asked Oct 19, 2024 in Vector algebra by Abhinav03 (64.8k points) Two adjacent sides of a parallelogram ABCD are given by vector AB = 2i + 10j + 11k and vector AD = - i + 2j + 2k. The side AD is rotated by an acute angle α in the plane of the parallelogram so that AD becomes AD’.
WebCorrect options are A) and C) The diagonals are given by AB−BC=4i−2j+4k,AB+BC=2i−2j. These vectors have magnitudes 6 and 2 2 respectively, and their dot product is 12. … highett recreation centreWebAnswer: a + (b -c) = -9i +10j Step-by-step explanation: You can use the distributive property to remove the parentheses: a + (b -c) = a + b - c Add the vectors as though they were … highett road pharmacyWeb-10i - 2j -10k. Vector AB = p.v.of B - p.v.of A. = (-10i - 2j -10k) - (-4i + pj - 6k). Vector AB = -6.i - (p+2).j -4.k. In right angled triangle OAB , vector OA and vector AB are perpendicular to each other, therefore :- (Vector OA) . (vector AB) = 0. or, ( -4.I +p.j -6.k). {-6.i - (p+2).j - 4.k} = 0. or, 24 - p. (p+2) + 24 = 0 . highett senior citizens clubWebOct 11, 2024 · 28.1k views. asked Oct 11, 2024 in Mathematics by Afreen (30.9k points) If the vectors AB = 3i + 4k and AC = 5i - 2j + 4k are the sides of a ΔABC, then the length of … highett shopping centreWebanswer choices. √130, 52.1⁰. √130, 37.9⁰. √130, 232.1⁰. √130, 217.1⁰. Question 14. 30 seconds. Q. Find the magnitude and direction angle for the following vector. Give the direction angle as an angle in [0°, 360°) rounded to the nearest tenth. highett road hamptonWebIf the vectors AB =−3^i +4^k and AC=5^i−2^j +4^k are the sides of a triangle ABC. Then the length of the median through A is. Q. The vectors −→ AB=3^i +4^k and −→ AC=5^i −2^j … how high can you throw a baseballWebWhen the number of students is increasing or decreasing, we represent it by the letter x, calling it a variable. Even constants can be represented by any letter. how high can zombies jump 7 days to die