Question

In: Math

Let a, b, c the last three digits of your QUID. Find the dimension of the...

Let a, b, c the last three digits of your QUID. Find the dimension of the rectangular box of maximum volume that can be inscribed in the ellipsoid (x/a)^2+(y/b)^2+(z/c)^2=1 a=4, b=8, c=9

Solutions

Expert Solution


Related Solutions

Let A be the sum of the last four digits and let B be the last...
Let A be the sum of the last four digits and let B be the last digit of your 8-digit student ID. (Example: For 20245347, A = 19 and B = 7) On a road trip, a driver achieved an average speed of (48.0+A) km/h for the first 86.0 km and an average speed of (43.0-B) km/h for the remaining 54.0 km. What was her average speed (in km/h) for the entire trip? Round your final answer to three significant...
-Let O (0,0,0) be the origin and A(a+1,b,c) where a,b and c are the last three...
-Let O (0,0,0) be the origin and A(a+1,b,c) where a,b and c are the last three digits of your student ID. Find, describe and sketch the set of points P such that OP is perpendicular to AP - Let u=<a , b+1 , c+1> find and describe all vectors v such that |u x v|=|u| a=1 , b=1 , c=9
a) Write C code initialize an array of ints to the last four digits of your...
a) Write C code initialize an array of ints to the last four digits of your phone number. Use a loop to add the digits. Calculate and display the average of the digits. b) Write C code using a struct to hold student information: integer id integer number of hours taken integer number of hours passed double gpa
Let A, B, C be arbitrary sets. Prove or find a counterexample to each of the...
Let A, B, C be arbitrary sets. Prove or find a counterexample to each of the following statements: (b) A ⊆ B ⇔ A ⊕ B ⊆ B
7. Let A = (−1,3,0), B = (3,2,4) and C = (1,−1,5). (a) Find an equation...
7. Let A = (−1,3,0), B = (3,2,4) and C = (1,−1,5). (a) Find an equation for the plane that passes through these three points. (b) Find the area of the triangle determined by these three points. 8). Find an equation of the tangent plane to the surface z = x at (−4, 2, −1).
(A) Let a,b,c∈Z. Prove that if gcd(a,b)=1 and a∣bc, then a∣c. (B) Let p ≥ 2....
(A) Let a,b,c∈Z. Prove that if gcd(a,b)=1 and a∣bc, then a∣c. (B) Let p ≥ 2. Prove that if 2p−1 is prime, then p must also be prime. (Abstract Algebra)
Let a < c < b, and let f be defined on [a,b]. Show that f...
Let a < c < b, and let f be defined on [a,b]. Show that f ∈ R[a,b] if and only if f ∈ R[a, c] and f ∈ R[c, b]. Moreover, Integral a,b f = integral a,c f + integral c,b f .
Complete the table using the figures provided for the three products: A, B and C. Last...
Complete the table using the figures provided for the three products: A, B and C. Last month’s budget for sales Product Cost price Sale price Budget sales last month Total costs on sales Budget profit last month Profit % per item on sale price # $ per item on sales A $7.50 $12.00 500 $6,000 $3,750 $4.50 $2,250 38% B $9.25 $17.00 400 $6,800 $3,700 $7.75 $3,100 46% C $10.00 $30.00 300 $9,000 $3,000 $20.00 $6,000 67% Total 1,200 $21,800...
Let the schema R = (A,B,C) and the set F = {A → B,C → B}...
Let the schema R = (A,B,C) and the set F = {A → B,C → B} of FDs be given. Is R in 3NF? Why or why not?
Calculus #3: 1. a) Let A = (2,4,6),B = (1,2,3) and C = (5,5,5). Find point...
Calculus #3: 1. a) Let A = (2,4,6),B = (1,2,3) and C = (5,5,5). Find point D so that ABCD is a parallelogram. b). Two points X and Y are colinear if they lie on the same line. Are the points A = (3,6,−1), B = (2,0,3) and C = (−1, 3, −4) colinear? Justify your answer.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT