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R= (a/2) ^2 + B^2 _____________ 2B A=width B=Width :)
If by that you mean knowing only the diagonal and the width, then by the formula a2+b2=c2, where a is the length, b the width and c the diagonal. To find the width b, you need to calculate sqrt(c2-a2). For example, the width of a rectangle with length 3 and diameter 5 is sqrt(52-32)=4
Width does mean side to side.
width means how wide something is
c=diameter a=lenght b=width c=sqrt(a^2 + b^2) ---- or in words, the diameter equals the square root of length squared plus width squares, that's the Pythagorean Theorem.
R= (a/2) ^2 + B^2 _____________ 2B A=width B=Width
R= (a/2) ^2 + B^2 _____________ 2B A=width B=Width :)
If by that you mean knowing only the diagonal and the width, then by the formula a2+b2=c2, where a is the length, b the width and c the diagonal. To find the width b, you need to calculate sqrt(c2-a2). For example, the width of a rectangle with length 3 and diameter 5 is sqrt(52-32)=4
Width does mean side to side.
"E" and "D" do not actually stand for anything . . . the width of shoes is measured, "A, B, C, D, E" and so on. "D" is standard normal width. "C" is narrower, and "E" is wider.
width means how wide something is
Width has a lenght, but it doesn't mean lenght, because there are lenghts for distance, height, width, depth, and so on.
if a is number of tiles high and b is tiles wide then, (x+a) = height and (x+b) = width so the polynomial is (x+a)(x+b).
Narrow.
c=diameter a=lenght b=width c=sqrt(a^2 + b^2) ---- or in words, the diameter equals the square root of length squared plus width squares, that's the Pythagorean Theorem.
The equation for the perimeter of a rectangle is 2x(a+b) where a is the length and b is the width. We can rewrite the question as the following: 2x(52+b) = 182 If both sides are divided by 2 we get: 52+b = 91 If we subtract 52 from both sides we get: 91 - 52 = 39. Thus the width of the rectangle is 39 in.
"b" refers to the width. "e" being a wide shoe.