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What are the traces of a surface? Choose the correct answer below. O A. The intersection...
What is a mortgage? Choose the correct answer below. O A. A mortgage is an account...
What is a mortgage? Choose the correct answer below. O A. A mortgage is an account into which lending institutions often require a monthly payment in order to pay real estate taxes and insurance. O B. A mortgage is the portion of the sale price of a home that the buyer initially pays to the seller. O c. A mortgage is a long-term installment loan for the purpose of buying a home. OD. A mortgage is a one-time charge that...
What is replication in an experiment? Choose the correct answer below. O A. Replication is applying...
What is replication in an experiment? Choose the correct answer below. O A. Replication is applying each treatment to more than one experimental unit O B. Replication is pairing up related experimental units. OC. Replication is randomly assigning each experimental unit to a treatment OD. Replication is grouping together similar experimental units and then using random assignment
Can you Please answer these questions Multi Variable Calc 23. Parameterize the line of intersection of the planes 3y-2...
Can you Please answer these questions
Multi Variable Calc
23. Parameterize the line of intersection of the planes 3y-22-4 and 61 2y +32-2. 25. Find a Cartesian equation for the plane conatining the line C(t) (2 t, 3 + 2t,t),-oo < t < oo and perpendicular to the plane r-y + z 3.
What s the mahermatiab n t Choose the correct answer below. n1 n2 O B. n-1...
What s the mahermatiab n t Choose the correct answer below. n1 n2 O B. n-1 OD, x1-x2
1) Consider the surface x2 + 3y2-2z2-1 (a) What are the cross sections(traces) in x k,y k, z k Sketch for (b) Sketch th...
1) Consider the surface x2 + 3y2-2z2-1 (a) What are the cross sections(traces) in x k,y k, z k Sketch for (b) Sketch the surface in space. 2) Draw the quadric surface whose equation is described by z2 +y2 - 221 (a) What are the cross sections(traces) inx-k,y k,z k Sketch for (b) Sketch the surface in space. a) Sketch the region bounded by the paraboloids z-22 + y2 and z - 3) 2 b) Draw the xy, xz, yz...
Additional Problems: (HINT: It suffices to consider Just what happens (DX c A. Show by example that (a x b xc* a with i, j and k:) B. Find a vector which is perpendicular to every vector parallel to...
Additional Problems: (HINT: It suffices to consider Just what happens (DX c A. Show by example that (a x b xc* a with i, j and k:) B. Find a vector which is perpendicular to every vector parallel to the plane z+y 0. C. Find the line which is the intersection of the planes x + y 0 and 3y-z = 0. D. Explain why the vectors in the following form describe a plane (where both t and s are...
The following statement or incomplete sentence may have one or more correct answers. Choose the most...
The following statement or incomplete sentence may have one or more correct answers. Choose the most correct combination of answers to answer the question. Consider the principle: "Simple movements of the body or its parts take place in directions parallel to the body's planes of reference." Choose which of the statement(s) below correctly apply that principle. W. Flexion at the knee joint is a movement that occurs parallel to the sagittal plane. X. Extension at the shoulder joint is caused...
please answer all qustion on expination needed 1 Find a vector of magnitude 3 in the...
please answer all qustion on expination needed
1 Find a vector of magnitude 3 in the direction of v=5 i - 12 k The vector is i+i+k (Simplify your answer. Use integers or fractions for any numbers in the expression) 2 Give a geometric description of the set of points in space whose coordinates satisfy the given pairs of equations x2 + y2 +(2+152 = 169, z= - 3 Choose the correct description O A. The line through (5,0. -...
Determine the heat exchange between the following surfaces with the smaller surface as surface 1 and...
Determine the heat exchange between the following surfaces with the smaller surface as surface 1 and at 1000 K while the larger surface is at 400 K, both surfaces being black. (i) a small square of 0.15 m side and a large parallel plane of 2 m square size with its corner along the center of the small area and 1 m apart. (ii) a small square of 0.15 m side and a large plane of 2 m square kept...
Verify that the line integral and the surface integral of Stokes Theorem are equal far the following vector field, surface S, and closed curve C. Assume that C has counterlockwise orientation and S h...
Verify that the line integral and the surface integral of Stokes Theorem are equal far the following vector field, surface S, and closed curve C. Assume that C has counterlockwise orientation and S has a consistentorientation F = 〈y,-x, 11), s is the upper half of the sphere x2 + y2 +22-1 and C is the circle x2 + y2-1 in the xy-plane Construct the line integral of Stokes' Theorem using the parameterization r(t)= 〈cost, sint, O. for 0 sts2r...
What is a mortgage? Choose the correct answer below. O A. A mortgage is an account into which lending institutions often require a monthly payment in order to pay real estate taxes and insurance. O B. A mortgage is the portion of the sale price of a home that the buyer initially pays to the seller. O c. A mortgage is a long-term installment loan for the purpose of buying a home. OD. A mortgage is a one-time charge that...
What is replication in an experiment? Choose the correct answer below. O A. Replication is applying each treatment to more than one experimental unit O B. Replication is pairing up related experimental units. OC. Replication is randomly assigning each experimental unit to a treatment OD. Replication is grouping together similar experimental units and then using random assignment
Can you Please answer these questions
Multi Variable Calc
23. Parameterize the line of intersection of the planes 3y-22-4 and 61 2y +32-2. 25. Find a Cartesian equation for the plane conatining the line C(t) (2 t, 3 + 2t,t),-oo < t < oo and perpendicular to the plane r-y + z 3.
What s the mahermatiab n t Choose the correct answer below. n1 n2 O B. n-1 OD, x1-x2
1) Consider the surface x2 + 3y2-2z2-1 (a) What are the cross sections(traces) in x k,y k, z k Sketch for (b) Sketch the surface in space. 2) Draw the quadric surface whose equation is described by z2 +y2 - 221 (a) What are the cross sections(traces) inx-k,y k,z k Sketch for (b) Sketch the surface in space. a) Sketch the region bounded by the paraboloids z-22 + y2 and z - 3) 2 b) Draw the xy, xz, yz...
Additional Problems: (HINT: It suffices to consider Just what happens (DX c A. Show by example that (a x b xc* a with i, j and k:) B. Find a vector which is perpendicular to every vector parallel to the plane z+y 0. C. Find the line which is the intersection of the planes x + y 0 and 3y-z = 0. D. Explain why the vectors in the following form describe a plane (where both t and s are...
The following statement or incomplete sentence may have one or more correct answers. Choose the most correct combination of answers to answer the question. Consider the principle: "Simple movements of the body or its parts take place in directions parallel to the body's planes of reference." Choose which of the statement(s) below correctly apply that principle. W. Flexion at the knee joint is a movement that occurs parallel to the sagittal plane. X. Extension at the shoulder joint is caused...
please answer all qustion on expination needed
1 Find a vector of magnitude 3 in the direction of v=5 i - 12 k The vector is i+i+k (Simplify your answer. Use integers or fractions for any numbers in the expression) 2 Give a geometric description of the set of points in space whose coordinates satisfy the given pairs of equations x2 + y2 +(2+152 = 169, z= - 3 Choose the correct description O A. The line through (5,0. -...
Verify that the line integral and the surface integral of Stokes Theorem are equal far the following vector field, surface S, and closed curve C. Assume that C has counterlockwise orientation and S has a consistentorientation F = 〈y,-x, 11), s is the upper half of the sphere x2 + y2 +22-1 and C is the circle x2 + y2-1 in the xy-plane Construct the line integral of Stokes' Theorem using the parameterization r(t)= 〈cost, sint, O. for 0 sts2r...
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