Hannah took a taxi from her house to the airport. The taxi company charged a pick-up fee of $1.90 plus $3.75 per mile. The total fare was $80.65, not including the tip. Write and solve an equation which can be used to determine mm, the number of miles in the taxi ride.

The  red-shaded part represents the fraction 2/7.

We are given an image of circle in the question which has 7 equal parts with two parts shaded red and the other five shaded white.

We have to find the fraction that represents the red shaded part of the circle.

A fraction defined as the part of the whole thing. For example, a pizza is divided into 6 equal pieces, then each piece is represented by 1/6.

We know that,

Fraction of red shaded part = Number of red parts/ Total number of parts

Here,

Number of red parts = 2

Total number of parts = 7

Hence,

Fraction of red shaded part = 2/7

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Answer:

25.12 feet (closest answer)

Step-by-step explanation:

formula circumference = 2πr

2πr

2×3.142(π)× 4 ft

=25.1327412

≈25.13(2 d.p)

closest answer in diagram is 25.12

Answer:

-2,45

Step-by-step explanation:

the opposite of a positive number is a negative number

The solution to the given inequality is: (-∞, -7/3) ∪ (20, ∞).

To solve a compound inequality involving the op operation, we solve each inequality, then find the union of these solutions.

The first inequality for this problem is:

9g - 6 > 12g + 1

-3g > 7

3g  < -7

g < -7/3.

The second inequality for this problem is:

-2/5g + 8 < 4

-2/5g < -4

2/5g > 4

2g > 20

g > 20

Hence the solution is:

(-∞, -7/3) ∪ (20, ∞).

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Answer:

B.

Step-by-step explanation:

Because predict basically means to guess. So B. is saying "I guess my dad will make a healthy dinner - he does every other night!"

Answer:

B. I predict my dad will make a healthy dinner - he does every other night!

Step-by-step explanation:

Predict meaning is to estimate or believe something will happen, In answer b it makes the statement that the dad makes dinner every other night so it would be a good prediction to assume that he will be fixing a healthy dinner again.

hopefully this helps you !

Step-by-step explanation:

maybe you missed something in the problem definition or in the answer options, but the answer options do not contain any right answer to the described problem.

20 - sqrt(80) = 20 - sqrt(16×5) = 20 - 4×sqrt(5) =

= 11.05572809...

it is simple to estimate, in what dimension the result should be : 80 is very close to 81. so the sqrt(80) is also very close to the sqrt(81), which is 9.

20 - 9 = 11.

so, all the negative answer options are wrong by default.

and the only positive one is 2×sqrt(5) = 4.472135955...

additional thoughts :

20 = 4×5 or 4×sqrt(5)×sqrt(5)

so, we could write the problem as

4×sqrt(5)×sqrt(5) - 4×sqrt(5)

which could be simplified to either

4×sqrt(5)×(sqrt(5) - 1)

or

4×(5 - sqrt(5))

The expression is evaluated to give 58/ 4, fifty-eight fourths. Option C

From the information given, we have the deduction;

[tex]\frac{\sqrt{36}* 3^2 - \sqrt[3]{-64} }{2^2}[/tex]

Simply the expression;

√36 = 6

3² = 9

∛-64 = -4

2² = 4

Substitute the values into the expression

⇒ 6 × 9 - (-4)/ 4

Use the BODMAS rule, multiply first

⇒ 54 + 4/ 4

Add the numerators

⇒ 58/ 4

Thus, the expression is evaluated to give 58/ 4, fifty-eight fourths. Option C

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Answer:

58 over 4

Step-by-step explanation:

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Work below!

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This ratio is simply doubled. Here's how I did it:

8 / 4 = 2, so it's multiplied by 2.

1 x 2 = 2, therefore the answer is 8:2!

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Hope this helped! :)

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~pinetreee

The formula that describes the sequence given i.e. [tex]\frac{-2}{3}[/tex],-4,-24,-144 (geometric sequence) is [tex](\frac{-2}{3} )(6)^{n-1}[/tex]

Geometric progression:

A geometric progression or a geometric sequence is a series, in which each word is varied by another by a common ratio. When we multiply the previous term by a constant (which is non-zero), we get the following term in the sequence. It is symbolized by:

A, AR,[tex]AR^{2}[/tex],[tex]AR^{3}[/tex]...

Where A is the first term of the geometric sequence and R is the common ratio of the geometric sequence.

The general term of geometric sequence i.e. nth term =[tex]AR^{n-1}[/tex]

Given that A= [tex]\frac{-2}{3}[/tex] and R=6

As a result the general term of geometric sequence i.e. nth term =[tex](\frac{-2}{3} )(6)^{n-1}[/tex]

Therefore,The formula that describes the geometric sequence given i.e. [tex]\frac{-2}{3}[/tex],-4,-24,-144 is [tex](\frac{-2}{3} )(6)^{n-1}[/tex]

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Answer:

3.35

Step-by-step explanation:

mark me brainliest pls

Step-by-step explanation:

Answer:

The distance is 10

Step-by-step explanation:

Answer:

4

Step-by-step explanation:

2*2=4

Hope this helps!

:)

Answer: Monke.

Step-by-step explanation:

get good.

Answer:

(f-g)=3x-7

Step-by-step explanation:

First find f-g

4x-3 - x+4

This becomes 3x-7

The value of 400 when it is divided by 10 will be 40.

Division is the one of the four fundamental arithmetic operations. The other operations include multiplication, addition, and subtraction.

It is denoted by " ÷ " sign

For example: 4 ÷ 2 = 2,  18 ÷ 6 = 3, 50 ÷ 1 = 50, 40 ÷ 4 = 10, 66 ÷ 3 = 22, 999 ÷ 9 = 111 or 90 ÷ 3 = 30

The division will be calculated as below:-

We will divide 400 by 10 to obtain the required value.

Division = 400 ÷ 10

Division = 40

Therefore, the value of 400 when it is divided by 10 will be 40.

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Your question was incomplete. Please refer the content below:

Use the divided by 10 pattern to fill in the blank:

400

The equation (2/5)*a - (3/4)*b = c solved for the variable a is:

a = (5/2)*(c + (3/4)*b)

Here we have the equation:

(2/5)*a - (3/4)*b = c

Where a, b, and c are variables.

Here we want to solve this equation for the variable a, this means that we need to isolate that variable in one side of the equation, so let's do that.

First, we need to remove the other term, then we can add its opposite in both sides of the equation so we get:

(2/5)*a - (3/4)*b + (3/4)*b = c + (3/4)*b

(2/5)*a = c + (3/4)*b

Now we need to remove the factor that multiplies the variable, we can do that by multiplying both sides of the equation by its inverse, whic is 5/2, if we do that we will get:

(5/2)*(2/5)*a = (5/2)*(c + (3/4)*b)

a = (5/2)*(c + (3/4)*b)

This is the equation solved for the variable a.

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Step-by-step explanation:

First one is 4,713,354

And for the second one I'm just going to assume that the sum of those 2 numbers on the right side is the answer.

So 1,377,136 for bottom one.

If  we paint a 4 x 4 x 4 cube blue on every side then we will get 8 small cubes having 3 blue faces, 16 cubes having 2 blue faces, 24 cubes with 1 blue face, 6 faces would be painted in a cube of any size and 8 cubes have not been painted at all.

Corner cubes are the only ones with 3 faces, whereas a cube has 8 corners. There are therefore 8 cubes with 3 blue faces.

Each of the 16 cubes has 2 blue faces. These are the cubes found between the sides' corners.

The 4 center cubes have only 1 side painted. Because each side has six sides and four center cubes, 6 x 4 = 24. As a result, 24 cubes have 1 blue face.

Because a cube has 6 faces, every size cube will have at least 6 colored faces.

On the inside of the larger cube, there are exactly 8 cubes. As a result, 8 cubes have been left unpainted.

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Answer:

Relation

Step-by-step explanation:

This is what I think

Answer:

LCM is 16

Step-by-step explanation:

2/3 - 1/2

There's something called whole fraction whereby the fractions should be multiplied to get the LCM 6

Here We Go!

2/2*2/3 - 3/3*1/2

The denominators are 2 and 3 and when multiplied. The above fraction will still give you the LCM to be 6

Answer:

31) C, D, F
32) B
33) A, F
34) D, E
35) D

Step-by-step explanation:

Adjacent angles are angles that share the common vertex and side.
Vertical Angles are angles that are opposite of each other.
Complementary Angles are angles that equal to 90°
Supplementary Angles are angles that equal to 180°
A Linear Pair are 2 angles that make up a straight line.

Answer: The answer is {y,x}={-12,-3}

Step-by-step explanation:

I mulitpuly the number on the coornate grid

The percent of them that live without clean drinking water is; 14.5%

We know from scientific notation that;

1 billion = 1 * 10⁹

Now, we are told that there are 6.9 * 10⁹ people in the world. Thus, if almost a billion people on the planet don't have access to clean drinking water, then the percent of them that live without clean drinking water is;

(1 * 10⁹)/(6.9 * 10⁹) * 100%

= 14.5%

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Option c: The following should be followed to the target market for a travel agency service

profile target customer segment, identify business needs, total segment market, research and validate marketing opportunity.

A target market is a group of people identified as the most likely potential customers for a product because of their shared characteristics such as age, income, and lifestyle. Identifying the target market is a vital part of the decision-making process when a company designs, packages, and advertises its product.

Marketing professionals divide consumers into four major segments:

Demographic: These are the main characteristics that define your target market. Everyone can be identified as belonging to a specific age group, income level, gender, occupation, and education level.

Geographic: This segment is increasingly relevant in the era of globalization. Regional preferences need to be taken into account.

Psychographic: This segment goes beyond the basics of demographics to consider lifestyle, attitudes, interests, and values.

Behavioral: This is the one segment that relies on research into the decisions of a company's current customers. New products may be introduced based on research into the proven appeal of past products.

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A) In the event of a power loss, the possibility of both generators failing is 0.1225.

B) (i) In the case of a power outage, having a functioning generator may be anticipated 87.75% of the time.

(ii) During a power outage, it may be anticipated that both generators will malfunction roughly 12.25% of the time.

Probability: The probability of an occurrence is defined as the ratio between the number of positive outcomes to a certain event and the entire number of potential outcomes.

Complementary Events: When event A is specified, the complement of that event A does not take place.

Union of two events: The term "union of two events" refers to the collection of outcomes that are either related to both occurrences or one of the two events.

The intersection of two events: The intersection of two events refers to the group of results that are related to both occurrences.

Independent Events: If the occurrence of one event does not influence the occurrence of another event, then two occurrences A and B are said to be independent events. To put it another way, if the occurrence of event A has no bearing on the occurrence of event B, then the two occurrences A and B are independent.

A) The likelihood that both generators would malfunction during a power outage is calculated as follows:

According to the data provided, emergency backup generators malfunction 35% of the time when they are required. The probability value is 0.35 in this case.

The required probability is,

P⎝|⎛​Bothgeneratorsfailduringapoweroutage​⎠|⎞​

= ⎣⎡​P(Firstgeneratorfail) × P(Secondgeneratorfail)​⎦ |⎤​

= 0.35 × 0.35 = 0.1225

When there is a power outage, the likelihood that both generators will fail is calculated by multiplying the likelihood that the first and second generators will fail. During a power outage, the failure of both generators may be anticipated roughly 12.25% of the time.

B) (i) The likelihood of having a functional generator during a power outage is calculated as indicated below:

The required probability is,

P⎝|⎛​Workinggeneratorintheeventofapoweroutage​⎠|⎞​

= 1−P⎝|⎛​Bothgeneratorsfailduringapoweroutage​⎠|⎞​ =

1−0.1225 = 0.8775

The likelihood that a generator will operate in the case of a power loss is calculated by deducting the likelihood that both generators would malfunction from the overall likelihood. In the case of a power outage, having a functioning generator may be anticipated 87.75% of the time.

(ii) The likelihood that a patient will require hospitalization or not is determined as follows:

When there is a power outage, there is a 12.25% chance that both generators will malfunction; this means that they will malfunction roughly 10% of the time.

It is obvious that it is possible to anticipate that during a power outage, both generators will fail roughly 12.25% of the time, suggesting that this probability is low enough to not have an effect on patients' health.

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Eight amount is required to make various bracelets.

A quantity, the total of two or more quantities, or an amount is generally used. When calculating the total amount of money after applying interest (either simple or compound), we typically use the term "amount" in mathematics.

the total is equal to the sum of the principal and interest.

According to the above statement,

Given,

Jeweler's 36-inch silver chain is available.

She needs five times as much, or 5 x 36, to make some necklaces.

To create some bracelets, she will require three times that much,

3×36

=108

Length of a silver chain =36 inches

Total chain required=(180+108)÷36

=288÷36

=8

Therefore he needs 8 chains to make necklace and bracelets.

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Answer: True!

Hope this helps!

Using the mean concept, it is found that due to the highest average, Priya should go to the championship.

The mean of a data-set is given by the sum of all observations in the data-set divided by the number of observations.

Each of the girls had 6 jumps, and their means all given as follows:

Due to the highest average, Priya should go to the championship.

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