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What size tablecloth for a 6' x 2' table?
A 4 x 8 tablecloth would be suitable.
What is the actual size of a 1x4?
3/4 x 3 1/2
What is the actual size of a 1x2?
3/4 x 1 1/2"
Is 4x6 a standard size for envelopes?
"For standard business size envelopes, the size is about 4 1/2 inches by 9 1/2 inches. A 4 x 6 is the standard size for personal envelopes for friends and family."
What is X plus 2 equals 4?
-2
Why is the actual size of 2 x 4 different?
When it is cut from the tree it starts out 2 x 4". During the drying and planing process its size is reduced.
What is a common joist size?
There are different sizes when framing lumber. The most common size of framing lumber is 2 by 4.
What is the actual size of a 1X3?
3/4" x 2 1/2"
How many square feet are in a room with a size of 2' x 2'?
4
What is the size of a Standard door opening?
38" x 82 3/4" rough openingDoor Size----Rough Opening Size2' 0" x 6'8"----26" x 82 3/4"2' 2" x 6'8"----28" x 82 3/4"2' 4" x 6'8"----30" x 82 3/4"2' 6" x 6'8"----32" x 82 3/4"2' 8" x 6'8"----34" x 82 3/4"2' 10"x 6'8"----36" x 82 3/4"3' 0" x 6'8"----38" x 82 3/4"
What size tablecloth for a 6' x 2' table?
A 4 x 8 tablecloth would be suitable.
What is the right terrarium size for a water dragon?
The minimal size for an adult water dragon would be 50 gallons. Or 4'x 2'x 4'. 4 Four feet wide by four feet tall by 2 feet deep.
What is the actual size of a 1x4?
3/4 x 3 1/2
What is the actual size of a 1x2?
3/4 x 1 1/2"
X-2 times x plus 4 divided by x squared - 4?
x-2(x)+4/x^2 -4=x-2x+4/x^2 -4=-x-4+4/x^2
Is 4x6 a standard size for envelopes?
"For standard business size envelopes, the size is about 4 1/2 inches by 9 1/2 inches. A 4 x 6 is the standard size for personal envelopes for friends and family."
A box is to be formed by cutting squares measuring 2 cm on a side from a square piece of cardboard and then folding the sides If the volume of the box is to be 392 cmcube what is the original size?
If we denote the side of the square piece of cardboard with x, then the dimensions of the box are: height = 2 cm length = x - 4 cm width = x - 4 cm V = lwh = 392 cm^3 So we have: 2(x - 4)(x -4) = 392 divide by 2 to both sides; (x - 4)(x - 4) = 196 (x - 4)^2 = 196 x - 4 = square root of 196 (because the dimensions are to be positive) x - 4 = 14 x = 18 Thus the original size of the cardboard is 18 x 18 cm.
