Find the volume of the parallelopiped with adjacent edges PQ,
PR, PS where
P(-5, 3, 5), Q(-3, 6, 8), R(-6, 2, 4), S(1, 1, 7).
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Find the volume of the parallelopiped with adjacent edges PQ, PR, PS where P(-5, 3, 5),...
(b) Find the area of the triangle PQR.
Find the volume of the parallelepiped with adjacent edges PQ,
PR, and PS. P(−2, 1, 0), Q(3, 5, 3), R(1, 4, −1), S(3, 6, 2)
9. +5/10 points | Previous Answers SCalcET8 12.4.029 Consider the points below. (a) Find a nonzero vector orthogonal to the plane through the points P, Q, and R. 〈0.16,-8) (b) Find the area of the triangle PQR. Need Help? Read It Watch It Talk to a Tutor...
the plane PQ X PR 1. Find unit vector the perpendicular to P(1,1,1), Q(2,1,3), R(2, 2, 1).
If P (3, 1) and Q (-3, -7), find The distance PQ Enter
If P (3, 1) and Q (-3, -7), find The distance PQ Enter
plz solve both
6. Let u = PQ and v = PR P= (5,0,0), Q = (4,4,0), R = (2,0,6) a. Find u v b. Find v.v 7. u = 4i + 3j + 6k V = 5i +2j+k a. Find ux v b. Find vxu c. Find vxv
7) Given PR = 6, PS = 4, find QS
Question 7 Given PR = 6, PS = 4, find QS. 5 R a) 07 b) 05 c) 09 d) 08 e) O 10 f) O None of the above
Consider the points: P (-1,0, -1), Q (0,1,1), and R(-1,-1,0). 1.) Compute PQ and PR. 2.) Using the vectors computed above, find the equation of the plane containing the points P, Q, and R. Write it in standard form. 3.) Find the angle between the plane you just computed, and the plane given by: 2+y+z=122 Leave your answer in the form of an inverse trigonometric function.
Required information 3. Q NS 4. PNS 5. NS "R 16. PR (Premise)/: PR 1, 3, CA 2, CONTR 4, 5, CA Identify which Group I or Group II Rule was used in Deductions. (1) 1. NP (Premise) 2.( QR) & ( RQ) (Premise) 3. Rv P (Premise) /: Q 4. R 5. R Q 6. Q aces 11. P 2. ( QR) & (R+Q) 3. RVP 4. R 5 R + Q 6. Q (Premise) (Premise) (Premise).
Fourth Homework (1) Let P-(**.0) and Q ( . (a) Find the pole of the line PQ (b) Find the parametrization of the line PQ (c) Does (ch,顽週lie on the line PQ? 克,2 7, ) lie on the line PQ? (2) Find the distance between the lines (1,0,-1) + t(2,3,0) and m (2,-1,3) +s(0, 1,2). (3) Let A and B be two distinct points of S2. Show that X e I d(X, A) = d(X, b)) is a line and...
3. (RSA) Consider N-pq where p- 3 and q 5. (a) Calculate the value of N p. N 15 (b) Let c 3 be the encoding number. Verify that c satisfies the require- ments of an encoding number (c) Find the decoding number d. [Hint: cd Imod(p 1)(q 1).] 3dI mod 2 (d) Consider the single character message 'b' (not including the quotes) Using its ASCII code it becomes the numerical plaintext message " 98 Calculate the encrypted message ba...
Find the slope of the line PQ. P(5, -4); Q(-5,2)