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Solution: Step 1: Write down the **radius** of pizza and central angle. r = 20 cm, θ = 30°. Step 2: Write down the sector area formula. Area of sector of circle = πr 2 × (θ / 360) Step 3: Substitute the values and calculate the area of slice of pizza. Area = 3.1415 × (20) 2 × (30° / 360) Area = 3.1415 × 400 × (30° / 360). Hydraulic **Radius Calculator**: Are you really interested in learning how to **calculate** the hydraulic **radius** for various channel shapes? If that's the case, then stay put. The complete processes, formulas, and solved examples on hydraulic **radius** can be found in the parts below. We have also included essential information like the definition of.

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Duct Area = 0.66 m2. However, I found that using the following way to calculate duct area is faster: Duct Area = (Duct Width + Duct Height) x 2 x Duct Length. Duct Area = (40″ + 4″) x 2 x 12″. Duct Area = 1056 sq.in (7.33 sqft) With the McQuay duct sizer, I was sizing ducts way faster than before.

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Whichever unit the **radius** is measured in will also be the unit the circumference is calculated in. You can also calculate the circumference of a circle using the diameter, with the equation C = Π * d. If you only have the diameter of a circle and would still like to use this **calculator**, you can **find** the **radius** by dividing the diameter in half.

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**How** does this cone **calculator** work? The algorithm of this circular cone **calculator** is based on the formulas provided here: In case you choose to solve for **radius** (r) you have to provide the height (h) and the slant height (s) then: If you choose to compute the height (h) the you have to know both the **radius** (r) and the slant height (s): In case. We get many questions asking us to **calculate** the volume of topsoil, gravel, water, concrete, etc Weight **Calculator** Help a) **Find** the **radius** and height of the can . a) **Find** the **radius** and height of the can. Volume **calculator** and tools dedicated to specific shapes Volume **calculator** - how to use You can also think of this as the area of the base You can also think of. The formula to **find** circumference of the circle is given as: circumference of circle = 2 x PI x R. where PI is a popular mathematical constant having the value 3.1415. And R stands for **radius** of the circle. We convert this formula to C expression as under: circumference = 2 * PI * **radius**;. There are 44 results for convert **radius** **to** diameter **calculator** at VyConvert. All the information around it will be available here. Users can search and access all recommended pages for free. Vy convert.com. KEYWORDS POSTS FAQS. New keywords. Top keywords. Keywords by date . 2022-07-13; 2022-07-12; 2022-07-11; 2022-07-10; 2022-07-09;. Calculating a star's **radius** is a somewhat lengthy process. You have to put together many tools that you have developed in various SkyServer projects. Even the largest star is so far away that it appears as a single point from the surface of the Earth - its **radius** cannot be measured directly. Fortunately, understanding a star's luminosity provides you with the tools necessary to.

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**Find** the area of the sector of a circle of **radius** 6 cm with a central angle of CCGPS AG 1 An obtuse angle is an angle that measures more than 90° Remember that the naming convention for a right-angled triangle is with respect to an acute angle (in degrees) inside the triangle You can draw an angle in standard position by positioning its vertex. **To** **find** the correct percentage and predict the inside **radius**, we need a formula that considers the die width and the tensile strength of the metal: [ (Part tensile strength/Baseline tensile strength) × Die width] × 0.1 = Inside bend **radius**. Again, we're using 60,000-PSI mild steel as a baseline. Actually, the exact material grade of the. So, the **radius** of the sector is 126 cm. Example 2 : **Find** the **radius**, central angle and perimeter of a sector whose arc length and area are 27.5 cm and 618.75 cm 2 respectively. Solution : Given that l = 27.5 cm and Area = 618.75 cm 2. So, Area = lr/ 2 = 618.75 cm 2 (275 ⋅ r)/2 = 618.75. r = 45 cm. **Design Radius of Curvature**. Determining the entry and exit points, the depths that must be achieved, and direction changes for the drill path are all major parts of the planning process. One of the keys to these calculations is the bend **radius** of the drill rod and/or the product pipe. Bend **radius** is often misunderstood.

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**Radius** (calculated from Temperature and Luminosity) Basically the last 2 pieces I need to calculate are Gravity and Mass which is a pain because the one formula I have requires one of them to **find** the other. So far everything is calculated from another piece and so all of my values are in line with each other.