Math

According to Euclidean geometry, trapezium is a quadrilateral which has one pair of opposite sides equal. The origin of the word trapezium was from the Greek word Trapeza meaning table. With the help of examples let us understand in details about trapezium and their features.

The definition of trapezium

In simple terms a trapezium is a two dimension quadrilateral. It seems it is developed from four straight lines which is having a pair of parallel opposite sides. The opposite sides are referred to as the base and the non- parallel sides would be the legs of a trapezium. The plane shape is closed which possess four sides along with four corners.

An example would throw more light on things. Let us consider a trapezium XYZW. WZ and XY is the base, with YZ and XW replicating the legs of a trapezium. The shapes of a  trapezium is depicted among objects all around us.

Trapezium and its types

As mentioned below there are three different types of trapezium

• Right trapezium
• Scalene trapezium
• Isosceles trapezium

Based on the measurement of angles or length of the arms classification of trapezium occurs.

Considering a trapezium ABCD it becomes easy to define the various trapezium types

• In an isosceles trapezium the legs are of equal length as AD= BC
• In a scalene trapezium neither of the sides or the angles would be equal
• Right trapezium indicates that the angles would be in a pair

The properties of a trapezium

Each quadrilateral would be having their  own set of properties that would make it identifiable and different from the rest. Such properties would be giving more geographical institutions about the space. Some of the properties of a trapezium are listed below

• It is in the form of a 2D shape
• The base of the trapezium is parallel to each other
• Coming to the diagonals of a trapezium they would intersect each other
• The adjacent angles of a trapezium shoot up to 180 degree
• The sum of all the interior angles of a trapezium is 360 degrees

The area and perimeter of a trapezium

Let us example things with a trapezium possessing length of parallel sides, where b is the unit and the altitude is H. The area of a trapezium is arrived when you calculate an average of the bases and then you multiply the result to the altitude. An example of a trapezium is AB+DC/2 * AM (a+b)/2* h where CD and AB indicate the base and the altitude is AM. By this formula the area of trapezium is calculated

Coming to the perimeter of a trapezium it would be the sum of all the sides. Hence the perimeter of a trapezium ABCD= AB+ BC+ CD+ AD

Do you consider trapezium to be a quadrilateral?

The trapezium is a quadrilateral. There are four verticals, four sides and four angles. The sum of all the angles of a trapezium is 360 degrees.

Does the trapezium have right angles?

Yes the trapezium would be having a right angle. Any trapezium with a pair of right angles is known by the name of right trapezium.

Does the trapezium have parallel sides?

The trapezium is known to have a pair of parallel sides that are termed as the bases.

So if you are keen to know more about trapezium and its properties, the best learning platform would be Cuemath. They are an online live learning platform that address all your queries and provides timely solution. There are quality experts on board that makes the task considerably easy. You can log on to the website and find more information about them.

What is kg?

48g to lbs – The kilogram (also kilogram) is the basic unit of mass in the international system of units (SI), the metric system, which has the unit symbol kg. It is a measure widely used in science, engineering, and also commerce across the world, and is often simply referred to as a kilogram colloquially. The kilogram (kg) is the SI unit of mass. It is equal to the mass of the international prototype of the kg. Moreover, This prototype is an international prototype in platinum-iridium kept at the International Bureau of Weights and Measures. So one kg is approximately equal to 2.20462262184878 pounds.

What is lbs?

The pound or pound of mass is a unit of mass used in the customary systems of measurement of the British Empire and the United States. Various definitions have been used; So the maximum common today is the international aitdupois pound, which is legally defined as exactly 0.45359237 kilograms, and which is divided into 16 ounces of aura. The international standard symbol for the ontdupois pound is lb; another symbol is lbm # (mainly in the US),  and ℔  or ″ ̶  (specifically for the book of apothecaries). One pound, the international aitdupois pound, is legally defined as exactly 0.45359237 kilograms.

Also Read: Which Of The Following Statements Is Incorrect?

Convert 48.0 Kilograms to Pounds – 48g to lbs

48.0 kilograms (kg) = 105.822 pounds (lb)

1 kg = 2.20462 pounds

1 pound = 0.453592 kg

More Information on the Unit Converter

Q: How many kgs are in a pound?

The answer is 0.453592 pounds

Q: How do you convert 48 kilograms (kg) to pounds (lb)?

48 kilograms equals 105,822 pounds. The formula for converting 48 kg to lb is 48 / 0.45359237

Q: How many kilograms in 48 pounds?

The answer is 21.7724 kilograms

Frequently Asked Questions About Kilograms to Pounds

How to convert 48 kilograms to pounds?

To convert 48 kilograms to pounds, you just need to multiply the amount in kilograms by the conversion factor, 2.204622622.

So 48 kilograms in pounds = 48 times 2.204622622 = 105.82188584874123 pounds. See formula details below on this page.

How much is 48 kilograms in pounds? – 48g to lbs

48 Kilograms is equivalent to 105.82188584874123 pounds.

How much do 48 kilograms weigh?

48 kilograms weigh 105.82188584874123 pounds (*).

For maximum people, mass and weight are used interchangeably. Mass measures the amount of matter, while weight is force. Although this is not strictly correct, in this calculator we use the popular term “weight” as a measure of mass. The kilogram and the pound are units of mass. The unit of weight is, for example, the Newton. A detailed explanation is beyond the scope of this calculator.

Kilogram to LBS Formula

However, To calculate the value of a kilogram to the corresponding value in pounds, simply multiply the amount in kilograms by 2.20462262184878 (the conversion factor).

Kilogram to Pound Formulas – 48g to lbs

lbs = kg × 2.20462262184878

The factor 2.20462262184878 is the result of the division 1 / 0.45359237 (book definition). A better formula is therefore

lbs= kg 0.45359237

By using this converter, you can get replies to questions like:

How many pounds are there in 48 kilograms?

What does 48 kilograms correspond to?

How to convert kg to pounds?

What is the conversion factor from kg to lb?

What is the formula for converting kg to pound? among others.

Online kilograms to pounds converter is used to convert weight from kilograms to pounds.

The Formula for Converting kg to Pounds to Convert 48 kg to Pounds

48g to lbs – To find out the number of pounds in a kilogram, you can use the following formula to convert kilograms to pounds:

X (pounds) = Y (kg) / 0.45359237

How to convert 48 kg to pounds? To convert 48 kg to pounds:

X (pounds) = 48 (kg) / 0.45359237

Answer: 105.8219 pounds

How to Convert 48 kilograms to lbs? 48g to lbs

48 kg * 2.2046226218 lbs = 105.821885849 lbs

1 kilogram

So, a common question is how many kilograms in 48 pounds? Hence, And the answer is 21.77243376 kg in 48 lbs. Likewise, the question of how many pounds in 48 kilograms is answer by 105.821885849 pounds in 48 kg. Know more about 60000 a Year Is How Much an Hour

Easiest Way To Convert How Many Minutes In 8 Hours

How many minutes in 8 hours: Now it is so easy to convert 8 hours to minutes. We need to discussion about  the definition of each unit. So let’s go for it.

Definition of Hour:

First of all, we will discuss an hour. An hour is a unit of time conventionally calculated as 1⁄24 of a day and scientifically calculated as 3599-3.601 seconds. Here are 60 minutes in an hour and and also 24 hours in a day.

Time was originally established in the ancient Near East as a variable measure of 1/12 of the night or day. These seasonal, temporary or irregular hours varied according to the season and the latitude.

So the equal or equinoctial hours were taken as 1⁄24 of the day measured from noon to noon; minor seasonal variations in this unit were eventually smoothed out to 1⁄24 of the mean solar day. As this unit was not constant due to long-term variations in the Earth’s rotation, time was eventually separated from the Earth’s rotation and defined in terms of an atomic or physical second.

Also Read: Which Of The Following Statements Is Incorrect?

Definition of Minute:

Before knowing How Many Minutes In 8 Hours, we should know about the definition of a minute. The minute is a unit of time generally equal to 1/60 of an hour or 60 seconds. In the UTC time standard, a minute is rarely 61 seconds, a consequence of leap seconds. Although not an SI unit, the minute is accepted for use with SI units. The SI symbol for minutes or minutes is min. The primary symbol is also sometimes used informally to denote the minutes of time.

Let us Know How Many Minutes in 8 Hours

You can easily convert 8 hours to minutes using each unit definition:

Hours

hour = 60 min = 3600 s

Minutes

minute = 60 s = 60 s

Using this information, you can calculate the number of minutes that equals 8 hours.

By doing the reverse calculation of the relationship between the units, so we get that 1 minute is 0.0020833333 times 8 hours.

THE ANSWER IS 480 MINUTES. THERE ARE 480 MINUTES IN 8 HOURS.

Hours To Minutes Conversions | How Many Minutes In 8 Hours

1 Hour = 60 mins

2 Hours = 120 mins

3 Hours = 180 mins

4 Hours = 240 mins

5 Hours = 300 mins

6 Hours = 360 mins

7 Hours = 420 mins

8 Hours = 480 mins

9 Hours = 540 mins

10 Hours = 600 mins

11 Hours = 660 mins

12 Hours = 720 mins

13 Hours = 780 mins

14 Hours = 840 mins

15 Hours = 900 mins

16 Hours = 960 mins

17 Hours = 1020 mins

18 Hours = 1080 mins

19 Hours = 1140 mins

20 Hours = 1200 mins

21 Hours = 1260 mins

22 Hours = 1320 mins

23 Hours = 1380 mins

24 Hours = 1440 mins

How Many Minutes In 8 Hours

Response

8h

60 min x 8: at 480 mins

480 min x 60: at 28,800 seconds

It can also help you:

In one hour it’s 60 mins and in 60 mins it’s 360 seconds.

So in 8 hours they would be:

60 × 8 = 480 mins

360 × 8 = 2760 seconds

Step-by-step explanation: Like this way, we will get the answer for How Many Mins In 8 Hours

Hope this helps you.

Days And Hours Are Units Of Time | How Many Minutes In 8 Hours

Answer: 1/3 of a day is 8 hours.

Let us find the fraction of the day in 8 hours.

Explanation:

We know,

1 day = 24 hours

1 hour = 1/24 of the day

So 8 hours = (1/24) × 8

8 hours = 8/24 of a day = 1/3 of a day

Therefore, 8 hours is 1/3 of a day.

1 Hour = 60 mins

Also Read: 48g to lbs

mathway.com/ – Equation is Y = 9×2 + 9x – 1 Rewritten in Vertex Form

Algebra Examples

General Problems

Algebra

Find the Vertex Form y=9x^2+9x-1

y=9×2+9x−1

While the square for 9×2+9x−1

Which equation is y = 9x^2 + 9x – 1 rewritten in vertex form?

The equation is y = 9×2 + 9x – 1 rewritten in vertex form?

Recent Inquiries in Mathematics

Tony is employed in a lawn maintenance business. Therefore, wants to make at least 15% off to reward members from A shop. Tony trims ten lawns. For each yard he mows, he receives a $12 bonus in addition to his $9.25 hourly wage. What is the price break on the $215 worth of goods?

A circle has a surface area of 16 m2. In meters, what is the circumference? What is the value of x in the percentage below? Please explain your response in terms of that number. 10/30=x/15 A. 5 B. -5 C.20 D.50

Which equations depict circles whose centre is on the y-axis and whose diameter are 12 units? Pick two possibilities. x2 + (y – 3)2 = 36 x2 +

gauthmath.com/

Gauth Tutor Solution

Answer

Explanation

Similar Questions

quizlet.com – Equation is Y = 9×2 + 9x – 1 Rewritten in Vertex Form?

In which equation is y=9×2+9x-1 rewritten in vertex form?

1)1) y=9y=9 (xx + half) squared minus fourteenths;

2)2) y=9y=9 (xx + 1/2) squared minus 1;1;

3)3) y=9y=9 (xx + one-half) squared + 5/4;

4)4) y=9y=9 (xx + half) squared minus five-fourths.

Step 1

Finding an equivalent expression, or one that has the same value as the supplied expression by rewriting it in vertex form, is necessary.

numerade.com/ – Equation is Y = 9×2 + 9x – 1 Rewrite in Vertex Form

In vertex form, whose equation is y = 9×2 + 9x – 1? 1) y = 9 (x + half) squared minus fourteenths 2) y = 9 (x + 1/2) squared minus 1 3) y = 9 (x + 1/2) squared plus five-fourths 4) y = 9 (x plus one-half) squared minus 5/4

geteducationskills.com/

What Is Vertex Form? Example

A vertex form is a location in geometry where two or more curves, lines, or edges intersect. As a result of this definition, vertices are the points where two lines intersect to make an angle, as well as the corners of polygons and polyhedra. A square, for example, has four corners, each of which is referred to as a vertex. Vertices is the plural version of vertex. The term vertex is most typically used to refer to a polygon’s corners.

An included angle is created when two lines intersect at a vertex. The internal angle of a polygon is the included angle at each vertex.  This is not the term’s exact mathematical definition, vertex is also occasionally used to denote something’s “top” or high point, such as the vertex of an isosceles triangle, which is the “top” corner opposite its base.

How do you graph quadratic equations in vertex form?

Explanation:

Quadratic Equations in Vertex Form have a normal form:

y=f(x)=a(x−h)2+k, where

(h,k) is the Vertex

Let us assume a quadratic equation in Vertex Form:

To find the y-intercept, set $x=0$

$y={(0-3)}^2+8$

$y=9+8$

$y=17$

Hence, the y-intercept: $(0,17)$

We can use a table of values to draw the graph:

Nowadays, a new topic is trending on the internet “Which of the following statements is incorrect?” in different niches and industries. People often use these sentences to justify their products and services. Let us see a few examples of how it is used in various places:

Which of the Following Statements is Incorrect? – In Medical Niche

According to the PRL Law: Which of the following statements is incorrect?

The concepts of health and work are independent and are not related.

The danger is the source of possible injury or damage to health.

Occupational risk is the possibility that a worker suffers certain damage derived from work.

What does the Law on Prevention of Occupational Risks intend ?:

Facilitate the dismissal of workers.

Create a preventive culture and establish the obligations and responsibilities of all parties involved.

They want to avoid having to carry out medical examinations on workers.

Which of the Following Statements is Incorrect? – In Ecological Niche

According to an Ecological: Which of the following statements is incorrect?

An ecological niche is the role and position of a species in its environment. It defines how an organism or a population reacts to the allocation of resources and competitors and how it, in turn, changes these same factors. It does not represent a species’s functional role and status in the environment.

Which Of The Following Statement Is Incorrect? – In Technological Niche

Question:

Which of the following statement is incorrect? – For Technological Convergence?

1. The method we communicate with others has changed.
2. Removed barriers to entry thanks to IT.
3. Combines two or more functions that have independent characteristics into a single part.
4. Make changes in Internet technology.

Reply :

D – Achieving a change in Internet technology does not belong to technological convergence since technological convergence is only the combination of three types called communication technologies, information technologies, and content technologies.

Which Of The Following Statement Is Incorrect? – Examples of Incorrect statements.

Let’s look at how which of the following statements is incorrect?

1. Q. Read the following statements and select the wrong ones.

(i) Homeostasis ensures a constant osmotic concentration of cells.

(ii) The famous Keoladeo National Park (Bharatpur) in Rajasthan is home to thousands of migrating Siberian birds every winter.

(iii) 99% of animals and almost all plants are regulators.

(iv) Shakers can maintain body temperature despite changes in ambient temperature.

2. Q. Which of the following statement is incorrect?

A. Both ATP and NADPH + H +

they are synthesized during non-cyclic photophosphorylation.

B . Stroma lamellae have PS I only and lack NADP reductase.

C. Grana flakes have PS I and PS II.

D. Cyclic photophosphorylation involves both PS I and PS II.

Solution:

Answer (D) Cyclic photophosphorylation involves both PS I and PS II.

Example of an Online Learning Platform

Related Searches:

which of the following statements about the basolateral complex is incorrect?

which of the following statements is incorrect regarding prokaryotic cells?