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A path 3.5 m wide runs inside along the boundary of a square field whose side is 65m .find the area of the path . also find the cost of manuring the rest of the field at the rate of rs.9 per sq.metre

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The area of the path is 861 square metres.
It will cost Rs 4161.6 to manure the interior at Rs .9 per square metre.

Posted on Oct 23, 2014


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Find the perimeter of a square whose area is 1225 cm2

I could just give you the answer of 140 cm

but I think you need to know how I got this answer
A square is an object that has equal sides
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so 1225 cm^2 area by using the square root of 1225 cm^2 gives you 35 cm
so each side is 35 cm and there are 4 sides so 35 cm +35 cm + 35 cm + 35 cm = 140 cm
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Why does Xerox 7335 truncates output from Oracle PDF?

It may not be the printer and I did some research on Oracle and this seems to be a common issue.
I pulled this information off an Oracle knowledgebase it may not resolve your issue and there is more info on the following site if you want to investigate further:
If you're printing to the Xerox MFD with a PS (postscript printer driver) you could try installing and printing using the Xerox PCL driver for your computers operating system. If you printing reports from a mainframe this may be an issue at the mainframe level in which case I would engage your companies IT department for assistance.
Any one of a number of possible causes may account for the truncation of fields.
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    6. Return to the Property Inspector for the field and check its Vertical Elasticity.
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    8. Run the report to the printer again.
  • If the right most fields on the page are always the ones truncating, it could be an issue with the printable area of the printer. If you are using a PCL printer, then you will have to estimate the size of the printable area and resize your margins accordingly:
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    2. Choose File > Page Setup.
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A pyramid has 5 sides including the base. If the base is a rectangle L long and W wide, its area is L*W.

The other sides are triangles. If the height of the pyramid is H, the triangles that are L wide at the base will have a height of the square root of half of W squared plus H squared, or SQRT((.5*W)^2+H^2) and the two that are W wide at the base will have a height of SQRT((.5*L)^2+H^2). The area of a triangle is .5*height*base, so the total surface two triangles with the same height and base is 2*.5*height*base = height*base.

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L*W (the area of the base)
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One cube has a face equivalent to the total area of another cube. find the ratio of their volumes?

Let the sides of the cubes be a and b,

the length of the diagonal of the cube whose side is b is given as square root(3)*b

according to the given question,

a=square root(3)*b

the volume of the cube with side a is given as

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and the volume of the cube with side b is


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this is a math problem?

the area of the old square was 100, the new one is 225

say the old squares side was X, so the area was X^2

the new square has area 2.25 X^2

take the square root to find the side of the new square: 1.5 X

so we know that the side of the old square plus 5cm is the side of the new square. so X + 5 = 1.5 X
solve that to find X = 10,

so the area of the old square was X ^ 2 = 100
and the area of the new square is 2.25 X ^ 2 = 225 :)

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