Lengths of blocking cut to fit between 2" x 4" studs laid out at 16" on center would be:
Lengths of blocking cut to fit between 2" x 4" studs laid out at 16" on center would be:
Homework Answers
When you build a wall, the studs should be spaced equidistant from each other. Here's why the standard is 16 inches "on center", and an easy way to mark them. "16 inches on center" means the center of each 2x4 wall stud is 16 inches apartfrom the next one.
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Lengths of blocking cut to fit between 2" x 4" studs laid out at 16" on center would be:
Lengths of blocking cut to fit between 2" x 4" studs laid out at 16" on...
Lengths of blocking cut to fit between 2" x 4" studs laid out at 16" on center would be:
Calculate the length of the wall studs that would need to be cut based on the...
Calculate the length of the wall studs that would need to be cut based on the respective finish floor material & finish ceiling materials listed below. list the answer in feet, inches & fraction of an inch or inches & fraction of a inch. House #5; the finish floor to ceiling height is 10'-9 7/8" ; the finish floor has 1 1/4" thick carpet, the finish ceiling has 5/8" type "X" Fire rated sheet rock with 5/8" thick engineered, knotty...
4. Let X denote the number eggs hatched out of Y eggs laid by a particular...
4. Let X denote the number eggs hatched out of Y eggs laid by a particular parasite. The joint pmf of (X, Y) is given by A(1-0) e ,for x 0, 1, 2,.., y , and y = 0,1,2, .,00 Px,y (x, y)= 1 -6 = 0, otherwise where A> 0 and 0< 0<1 are unknown constants. (a) Find the marginal pmfs of X and Y. Are X and Y independent? (b) Find the conditional pmf of X|Y = y...
The Box Problem Take an 8% x 11 sheet of paper and cut out 4 congruent squares (one from each corner) as shown belo...
The Box Problem Take an 8% x 11 sheet of paper and cut out 4 congruent squares (one from each corner) as shown below on the left. This creates a net for an open-topped box (rectangular prism) which can be folded up as shown on the right. We're going to use our box to carry as many M & M's as possible. If the side-length of each cut-out square is 1 inch, then the box created will have dimensions 1...
4. Consider the following data. 16 74 900 29810 (a) Suppose you would like to fit...
4. Consider the following data. 16 74 900 29810 (a) Suppose you would like to fit a model of the form yCes (C and k are constants) to this data. Transform the model in such a way that you can use linear least squares to determine C and k. (b) For this data set, use the following equations to find a best fit line. and (e) Use your calculation from part b) to find the model y - Cek for...
2 3/2 16 Find the area of the surface in the first octant cut from the...
2 3/2 16 Find the area of the surface in the first octant cut from the cylinder y= 32 by the planes x = 4 and y = 3 The surface area is (Type an exact answer, using radicals as needed.)
2.) Suppose the time X between calls to a phone center has a mean of 25...
2.) Suppose the time X between calls to a phone center has a mean of 25 minutes and a standard deviation of 16 minutes. A simple random sample of 36 times between calls is taken. Find the probability that their average time is less than 20 minutes.
1. The area between the part of the curve-6x 8 above the x-axis and the x-axis itself is 2. The a...
1. The area between the part of the curve-6x 8 above the x-axis and the x-axis itself is 2. The area below y 4x -x and above y 3 (for1 xS 3) is revolved around the x-axis. 3. The areas between the following portions of curves and the x-axis are revolved around the revolved by an angle 2π around the x-axis. Find the volume swept out. Find the volume swept out. y-axis. Find the volume swept out. (a) y- betweenx...
11. Find the volume of the solid region Q cut from the sphere by the cylinder -2sino x+y+2-4 11. Find the volume of the solid region Q cut from the sphere by the cylinder -2sino x+y+2-4
11. Find the volume of the solid region Q cut from the sphere by the cylinder -2sino x+y+2-4
11. Find the volume of the solid region Q cut from the sphere by the cylinder -2sino x+y+2-4
3. Find the center, vertices, foci and asymptotes of the hyperbola. (y+3)(x-1) 16 25 4) vertices:...
3. Find the center, vertices, foci and asymptotes of the hyperbola. (y+3)(x-1) 16 25 4) vertices: foci: asymptotes:
4. Let X denote the number eggs hatched out of Y eggs laid by a particular parasite. The joint pmf of (X, Y) is given by A(1-0) e ,for x 0, 1, 2,.., y , and y = 0,1,2, .,00 Px,y (x, y)= 1 -6 = 0, otherwise where A> 0 and 0< 0<1 are unknown constants. (a) Find the marginal pmfs of X and Y. Are X and Y independent? (b) Find the conditional pmf of X|Y = y...
The Box Problem Take an 8% x 11 sheet of paper and cut out 4 congruent squares (one from each corner) as shown below on the left. This creates a net for an open-topped box (rectangular prism) which can be folded up as shown on the right. We're going to use our box to carry as many M & M's as possible. If the side-length of each cut-out square is 1 inch, then the box created will have dimensions 1...
4. Consider the following data. 16 74 900 29810 (a) Suppose you would like to fit a model of the form yCes (C and k are constants) to this data. Transform the model in such a way that you can use linear least squares to determine C and k. (b) For this data set, use the following equations to find a best fit line. and (e) Use your calculation from part b) to find the model y - Cek for...
2 3/2 16 Find the area of the surface in the first octant cut from the cylinder y= 32 by the planes x = 4 and y = 3 The surface area is (Type an exact answer, using radicals as needed.)
1. The area between the part of the curve-6x 8 above the x-axis and the x-axis itself is 2. The area below y 4x -x and above y 3 (for1 xS 3) is revolved around the x-axis. 3. The areas between the following portions of curves and the x-axis are revolved around the revolved by an angle 2π around the x-axis. Find the volume swept out. Find the volume swept out. y-axis. Find the volume swept out. (a) y- betweenx...
11. Find the volume of the solid region Q cut from the sphere by the cylinder -2sino x+y+2-4
11. Find the volume of the solid region Q cut from the sphere by the cylinder -2sino x+y+2-4
3. Find the center, vertices, foci and asymptotes of the hyperbola. (y+3)(x-1) 16 25 4) vertices: foci: asymptotes:
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