Can the sum of two mixed numbers be equal to 2

Answers

Answer 1
Answer: I don't think so, unless you'll allow one of them to be a negative mixed number.

A mixed number is the sum of a whole number and a fraction.

(Whole number-A + Fraction-A) + (Whole number-B + Fraction-B) =

(Whole number-A + Whole number-B) = (Fraction-A + Fraction-B)

Right away you see that this can't be equal to 2, because we have the sum of
two whole numbers ... which must be at least 2 ... and then some more.

But if you'll accept one negative mixed number then it's easy:

( 6 1/2 ) + ( - 4 1/2 )  =  2

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PLZ HELP ME IM VERY CONFUSED! BRAINLIEST TO THE FISRT PERSON WITH WORK!Consider the following relation: {(1,12),(3,8),(3,11),(6,9),(7,11)}. Which ordered pair could be removed so that the relation is a function?

Answers

Answer:

(3,11) or (7,11)

Step-by-step explanation:

A function cannot have the same second number repeated ( forgot the term for the second number) so removing either (3,11) or (7,11) would leave it being a function

Answer:

im just gonna answer so that other dude can get the brainliest

Step-by-step explanation:

but hes right, you cant have the same number in the second spot

a restaurant charge $12 for a spaghetti dinner special. during 1 hour 16 people ordered the spaghetti dinner special. What is the total amout that the restaurant charge for the spaghetti dinner special?

Answers

You do 12 times 16 because it is 12 dollars for a spaghetti dinner, and 16 people comes and orders it in an hour, so you do 12 times 16 which equals 192. So 192 dollars is the total. If you can, please mark mine the brainliest!!! I would appreciate it if you did!!!

Hope it works

You would do $12*16 to see what they have to charge for the dinner

6
in
12 in
What’s the area

Answers

Answer:

72 in^2

Step-by-step explanation:

6 x 12 = 72

Answer:

well if your talking about a square, then the answer would be 72

What are some examples of reflections in the real world? Geometry

Answers

An example of Reflections in my opinion, would be like street lights. You see a street light on one street and its facing another street light across the other street which is basically a reflection.

Final answer:

Reflections in geometry involve flipping a shape over a line. This concept is seen in the real world during instances like mirror images, light reflected off smooth surfaces, and reflections on water bodies.

Explanation:

In the field of geometry, a reflection is the flipping of a shape over a line, often referred to as the mirror line. Reflections are a common occurrence in our everyday real world.

  • One of the most common instances of reflection in the real world is a mirror image. When you look at yourself in a mirror, the image you see is a mirrored or reflected image of yourself.
  • Similarly, the reflection of light off a smooth surface, like a glass window or shiny car, is another common real-world reflection we see daily.
  • Additionally, the reflections seen on bodies of water, such as lakes or even dewdrops on a blade of grass, are examples of reflection in nature.

Learn more about Reflections in Real World here:

brainly.com/question/32295953

#SPJ2

Sharon wants to make a graph yo show the relationship between the number of tickets sold and the price of tickets sold. she plots the following points:(0,0), (1, 20), (2, 40), (3, 60), (4, 80)

she uses the following steps to plot the graph:

1. label orgin as (0,0).
2. on x-Axis, label number of tickets sold
3. on y-axis, label price of tickets in dollars
4. the scale on x-axis starts from 0 and goes up to 10 at intervals of 2
5. the scale on the y-axis starts from o and goes up to 200 at intervals of 20.

which of the following best describes the graph?

a. it will not be spread out across the entire coordinate plane because in step 1, sharon selected an incorrect point as the origin.

b. it will not be spread out across the entire coordinate plane because in step 2, sharon plotted the dependent variable on the x-axis

c. it will not be spread out across the entire coordinate plane because in step 3, sharon plotted the independent variable on the y-axis.

d. it will not be spread out across the entire coordinate plane because in step 4 and step 5, sharon selected incorrect scales on the axes.

Answers

The right answer is d. it will not be spread out across the entire coordinate plane because in step 4 and step 5, Sharon selected incorrect scales on the axes


The points (0,0), (1, 20), (2, 40), (3, 60), (4, 80) are plotted in the Figure below. Moreover, each step from 1 to 5 is indicated in this graph. The x-axis represents the number of tickets sold and the y-axis represents the price of tickets in dollars. From the graph, we can notice that the points (1, 20) and (3, 60) have no indicated the x-coordinate, so the conclusion is that Sharon selected the incorrect scales on the axes


Answer: d) it would not be spread out across the entire coordinate plane because in step 4 and step 5, Sharon selected incorrect scales on the axes

Write 720/2000 as a product of prime factors and simplify

Answers

Okay so what you know is 720/2000 right? So a product of prime factors. Okay I'm gonna make a chart.

720/2000(0.36)
        /         \
     0.23       2

Prime right? 

Answer:

Step-by-step explanation:

Okay so what you know is 720/2000 right? So a product of prime factors. Okay I'm gonna make a chart.

720/2000(0.36)

       /         \

    0.23       2

Prime right?