NASCSI-4005 SF 153 1988-2025 free printable template

Forms n Optional Forms Optional Form, Optional A. OF 41: Routing and Transmittal Slip. 10 pads per package, pad consists of 100 sheets. R Contains 30% Recovered Material, Which Includes 30% Postconsumer

How to fill out sf 153

How to fill out NASCSI-4005 SF 153

1. Obtain a copy of the NASCSI-4005 SF 153 form.
2. Fill in the 'Name of Agency' field at the top of the form.
3. Provide the 'Address' of the agency in the designated space.
4. Enter the 'Date' when the form is being filled out.
5. Identify the 'Point of Contact' by filling in the name, phone number, and email address.
6. Complete the 'Description of Property' section with detailed information about the items being reported.
7. Input the 'Total Value' of the property in the corresponding field.
8. Sign and date the form at the bottom to certify the information provided is accurate.

Who needs NASCSI-4005 SF 153?

1. Federal agencies that manage government property.
2. Contractors working with federal agencies who need to report property transactions.
3. Any organization that is required to account for government property under federal regulations.

Instructions and Help about sf 153

All right circles now many of you may not have ever done circles before, so I'm going to kind of start from the beginning here the definition of a circle is all the points equidistant same distance from a single point like we can go out five from a point five would be the radius as long as I stayed five out it would be a point on the circle well the distance says how far in the X and how far on the y now Pythagorean theorem says x squared plus y squared equals I Patna squared so x squared plus y squared equal 25 is the equation of a circle with radius 5 and centered at the origin now if I put in 3 for X let's just kind of look at this if I put in 0 for X let's get our intercepts first I put 0 in for X Y would be plus 5 or minus five if I put in 0 for y X would be plus 5 or minus five if I put in 3 for X 9 from 25 is 16 why would be 16 y squared b 16 y could be 4 or negative 4 and if I put in negative 3 squared is 9 9 from 625 is 16 it could be 4 or negative 4 for y and if we look at just those it should be 0 5 0 negative 5 50 which makes sense and negative 50 and if I put three in I should get four which is about right, and I should also get 3 negative 4, and I should get negative 3 plus 4 and negative 3 minus 4, and I should be able to put in for and get 3 negative 4 3 negative 4 negative 3 4 negative 3 and those are the ones that come out nice and then there are other ones on here so i get 4 3 4 negative 3 and negative 4 3 and negative 4 negative 3 those are the nice ones on that circle, but you can see how it's symmetric with the y symmetric with the X, and it has a radius of 5, but it's basically the Pythagorean theorem now presumably in earlier math classes you've learned how to move a parabola around or a line around by adding or subtracting from the X or Y if I wanted to draw a circle that had a radius of 5 but was centered at 23 let's say 12 and 1 2 3 with a radius of 5 so if this is over to 12 I'd have to go three more three four five to have a radius of five if that's the center and one two three four five down and five over here 1 2 3 4 5 and five up I'd have a circle that sits about there if that's two and three what's its equation well since it's a radius of 5 it's really closely related to this it's just shifted, so it's related to x squared plus y squared equals 25 remember the radius is squared here radius is 5 it's related to this, but it's shifted over to and remember to move something plus 2 you have to subtract from the TO would be X minus 2 and to move it up three we'd have to subtract it from the y now let's just check and make sure that's right now we think it should go through two and the radius of five would be down here at negative 2 to negative 2 let's see if that works in this equation if I put 2 and 4 × i get 2 minus 2 which is 0 squared which is 0 and minus 2 minus 3 is 5 and then minus 5 squared is 25 and that point works in this equation and if you go around and do the other ones this would have been up over 2 3 4...

People Also Ask about

What is a SF 153 used for?

What is a SF 153 used for? The SF- 153 or CMS 25 forms with all the required data are the only forms to be used to record the destruction of primary keying material. This includes daily, weekly and monthly destructions.

How long do you keep SF 153?

1 - Accountable by serial number. 2 - Accountable by quality 3 - Initial receipt required, locally accountable by serial number thereafter, local accounting records must be maintained for a minimum of 90 days after suppression.

What is SF 153 for?

DES MOINES – Today, Governor Reynolds signed SF 153, a bill that authorizes the DOT and local authorities to exempt overweight permits from load limits and move heavier loads to aid economic development in the state of Iowa, into law.

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What is NASCSI-4005 SF 153?

NASCSI-4005 SF 153 is a specific form used for certain reporting or documentation purposes within a regulatory framework, though further context may be needed for its specific application.

Who is required to file NASCSI-4005 SF 153?

Entities or individuals who are subject to the regulations pertaining to NASCSI-4005 SF 153 are required to file this form.

How to fill out NASCSI-4005 SF 153?

To fill out NASCSI-4005 SF 153, detailed instructions should be followed, which would typically involve providing accurate information in designated sections of the form as prescribed by the corresponding regulatory authority.

What is the purpose of NASCSI-4005 SF 153?

The purpose of NASCSI-4005 SF 153 is to facilitate compliance with specific regulatory requirements, ensuring that required information is collected and reported appropriately.

What information must be reported on NASCSI-4005 SF 153?

The information that must be reported on NASCSI-4005 SF 153 typically includes identification details of the filer, relevant transactions or activities, and any other data mandated by the regulatory guidelines.