So far this semester, Zachary has test scores of 92, 98, 65, 77, 91, and 85. He has one more test to take before the semester ends. What must he score on the last test to earn an average of 85 for the semester? Type a numerical answer in the space provided.

Answers

Answer 1
he has to at least make an 87
Answer 2
et X be the last test. 
Therefore, 
85=(92+98+65 +77+91+85+X) / 7 
Solving this equation^, 
we get X=87.

Related Questions

If ST=3x, TU=7x, and SU=10, what is ST?

Answers

Final answer:

To find the value of ST, we set up the equation 3x + 7x = 10, solve for x, and then calculate ST as 3(1), which gives us ST = 3.

Explanation:

The student is asking to solve for ST, given that ST=3x, TU=7x, and SU=10. This is a segment addition problem, where ST and TU make up the whole segment SU. To solve it, you would first set up the equation ST + TU = SU. Substituting the given values, we get:

3x + 7x = 1010x = 10x = 1

After finding the value of x, we substitute it back into the expression for ST:

ST = 3xST = 3(1)ST = 3

So, the segment ST is 3 units long.

A painter uses 1.2 liters of the paint to cover 1m2 of the wall. How many square meters he can cover with (1)12 liters; (2)6.6 liters; (3)4.8 liters of paint?

Answers

Answer:

He can cover 10 sq. meters using 12 liters, 5.5 sq. meters using 6.6 liters, and 4 sq. meters using 4.8 liters of paint.

Step-by-step explanation:

1. 12 LITERS/ 1.2 LITERS = 10 SQ. METERS

2. 6.6 LITERS/ 1.2 LITERS = 5.5 SQ. METERS

3. 4.8 ITERS/ 1.2 LITERS = 4 SQ. METERS

Tiana's checking account charges a $7.75 monthly service fee and a $0.16 per-check fee. If Tiana writes 17 checks per month, should she switch to a checking account that charges a $10.50 monthly service fee and no per-check fee? A. No, because her monthly fees are currently greater than $10.50. B. No, because her monthly fees are currently less than $10.50. C. Yes, because her monthly fees are currently less than $10.50. D. Yes, because her monthly fees are currently greater than $10.50.

Answers

the answer to this question is B

Answer:

Option B. is correct.

Step-by-step explanation:

Tiana's checking account charges a $7.75 monthly service fee and $0.16 per check fee.

If Tiana writes 17 checks per month, her total charges =

0.16 × 17 = 2.72 + 7.75 = $10.47

Her total account charges $10.47 for 17 checks.

In the question it is asking that she should switch to a checking account that charges a $10.50 monthly service fee and no per check fee.

Answer : No, because her monthly fees are currently less than $10.50.

Which is the next number in this pattern. What is the rule ? 0,1,1.5,1.75
A.2
B.1.875
C.1.85
D.1.8

Answers

The answer will be C
it would be b or c.....

Decide which of the two points lies on the graph of the line
X+y=6
A. 2,2
B. 5,1

Answers

B. 5,1

x = 5
y = 1

plug in 5 and 1 to x and y

5 + 1 = 6
True

your answer is B

hope this helps

Think about what you have learned about parallel and perpendicular lines. In what profession might a person rely upon this information? Describe how that person would apply these concepts.

Answers

Hello! A person might would use parallel and perpendicular lines in the construction profession. An architect may rely on the lines to construct a house and see how the house may be built. A drafter could also work with these kinds of lines to make a detailed drawing on a certain item.

There are 180 pages in the book Diana is reading. Diana has read 90 pages. What percent of the book has she read?

Answers

The answer is fifty percent
The percentage required
=90/180×100%
=1/2×100%
=50%
Thus the percentage is 50%

How many complex roots does the polynomial equation have?

−3x^4−7x+17=0



2

3

4

5

Answers

I think it is 5 but I am not for sure

Solve. 5m+72=−2m+52 Drag and drop the answer into the box.

Answers

5m + 72 = -2m + 52
5m + 72 + 2m = -2m + 52 + 2m
7m + 72 = 52
7m + 72 - 72 = 52 - 72
7m = -20

7m/7 = -20/7
m = -20/7

Jaime had $37 in his bank account on Sunday. The table shows his account activity for the next four days. What was the balance in Jaime’s account after his deposit on Thursday?

Answers

There is no table mate... might want to fix that xD
I do not see a table, sorry!

A circle with radius 5 and a center at (2, 3) was transformed to a circle with radius 10 and a center of (‒1, 4).

Show that the two circles are similar by describing the transformations that would have to be performed.

Answers

At least I made a graphic.

Answer:

First of all, remember that all circles are similar to each other regardless of how to twist the cartesian plane.

Let the origin in first case(radius 5) be at (0,0) , so if we shift the origin to (2-(-1),3-(4)) = (3,-1) {shifting origin to shift the first circle to second's place}. So, we arrive at a circle of radius 5 and center (-1,4).

Since similarly has no constraints on size comparison increase the radius to 10 units. Thus we arrive at the circle of radius 10 and center (-1,4).

Step-by-step explanation:

First of all, remember that all circles are similar to each other regardless of how to twist the cartesian plane.

Determine the ordered pair that lies on the unit circle corresponding to startfraction 5 pi over 4 endfraction .

Answers

(negative square root two)/2, (negative square root two)/2

Which of the following has the ability to turn light energy into chemical energy? A. a generator B. an automobile C. a tree D. water

Answers

C. a tree using through the process of photosynthesis

A small airplane used 5 2/3 gallons of fuel to fly 2 hour trip. How many gallons were used each hour

Answers

5 2/3  /  2  = 17/3 * 1/2 = 17/6  = 2 5/6 gallons per hour

Hi can I find the missing coordinates of this parallelogram ?

Answers

what parallelogram ?

2 people are going to equally share 5 kg, of chocolate. how many kilograms of chocolate should each person get?

Answers

5 / 2 = 2.5 kg of chocolate per person <==

5 kilograms divided by 2 is 2.5 kilograms


Which transformations are needed to change the parent cosine function to y=3cos(10(x-pi))

Answers

The parent cosine function is transformed  [tex]y=3cos(10(x-\pi ))[/tex] by vertically stretching it by a factor of 3 (amplitude), horizontally compressing it by a factor of 10 (frequency), and shifting it to the right by [tex]\pi[/tex] units (horizontal shift or phase shift).

The question asks which transformations are required to alter the parent cosine function to [tex]y=3cos(10(x-\pi ))[/tex]. The transformations involved in this equation are:

Amplitude modification: The coefficient '3' indicates that the amplitude of the cosine function is scaled by a factor of 3.Frequency adjustment: The factor '10' inside the cosine function affects the function's frequency, indicating the function has 10 complete cycles within the interval of [tex]2\pi[/tex] radians. This is a horizontal scaling transformation.Horizontal shift (or phase shift): The subtraction of [tex]\pi[/tex] within the argument of the cosine function translates the function [tex]\pi[/tex] units to the right along the x-axis.

No vertical shift is present because there is no addition or subtraction outside the cosine function.

To transform the parent cosine function [tex]\(y = \cos(x)\) to \(y = 3 \cos(10(x-\pi))\)[/tex], apply a vertical stretch by 3, horizontal compression by 1/10, and a right shift by [tex]\(\pi\)[/tex] units.

To transform the parent cosine function[tex]\(y = \cos(x)\)[/tex] to the function [tex]\(y = 3 \cos(10(x-\pi))\)[/tex], we need to apply the following transformations:

1. Amplitude change: Multiply the function by [tex]\(3\)[/tex], which increases the amplitude.

2. Horizontal compression: Multiply the input of the cosine function by [tex]\(10\),[/tex]which compresses the graph horizontally.

3. Phase shift: Shift the graph to the right by [tex]\(\pi\)[/tex]units, indicated by the term [tex]\(x - \pi\).[/tex]

So, the transformations needed are:

- Amplitude change: Vertical stretch by a factor of [tex]\(3\).[/tex]

- Horizontal compression: Compression by a factor of [tex]\(1/10\).[/tex]

- Phase shift: Right shift by [tex]\(\pi\)[/tex] units.

The product of 19 and a number , subtracted from the reciprocal of the number cubed

Answers

18/18 which is 1 and cubed is 4 so the answer is four

Final answer:

The expression for the product of 19 and a number, subtracted from the reciprocal of the number cubed, is represented as (1/x)³ - 19x. It involves finding the product of 19 and a variable, taking the reciprocal of the variable, cubing it, and then performing the subtraction.

Explanation:

The original question is asking for the expression of a mathematical operation involving a variable and its reciprocal raised to a power. Specifically, the operation is the product of 19 and a number, subtracted from the reciprocal of the number cubed. When constructing this expression, we denote the unknown number as x and perform the following steps:

Identify the product of 19 and x, which is 19x.

Find the reciprocal of x, which is 1/x.

Cube the reciprocal of x to get (1/x)³.

Subtract the product of 19 and x from the cubed reciprocal to get the final expression (1/x)³ - 19x.

This expression represents the mathematical relationship detailed in the question. To simplify or evaluate this expression, additional information about the value of x would be required.

the top of a certain mountain in California has an altitude of 14,721 ft above sea level. The bottom Death Valley is 282 ft below sea level. using 0 as sea level, find the difference between these two elevations. what is the difference between these two elevations?

Answers

Okay. So you’re talking an elevation below and above sea level. It do this, let’s look for the absolute value of each number, which is the value away from 0 and is always positive. All you have to do is look at that number. That number is the distance away from 0 and if the number is negative, change it into a positive. The absolute value of 14,721 is 14,721 and the absolute value of 282 is 282. Let’s add both numbers. 14,721 + 282 = 15,003. There. The difference between those two elevations is 15,003 feet.

What is the significance of the mean of a probability​ distribution? choose the correct answer below.
a. it gives information about how the outcomes vary.
b. it represents the most likely possible outcome.
c. it is the expected value of a discrete random variable.
d. it can never be negative?

Answers

c or a if im wrong sorry hoped this helped tho :p

Answer:

Step-by-step explanation:

ANSWER C : It is the expected value of a discrete random variable

Which postulate or theorem can be used to prove that △ABD≅△CBD?

ASA Congruence Postulate ​
​ SAS Congruence Postulate ​
​ SSS Congruence Postulate ​
​ HL Congruence Theorem ​

Answers

From the illustration above, we are given that side AD is congruent to side CD. This is shown by the tick marks given. Also, it is given that both triangles share the same side BD. Lastly, it is also shown in the given illustration that angles ADB and CDB are congruent. 

The congruent angles given is the included angle such that the postulate should be named, SAS.

The answer to this item is the second choice. 

Answer:

SAS

Step-by-step explanation:

Rewrite and simplify ln(4500) in terms of ln5 and ln6

Answers

[tex]\bf \textit{logarithm of factors}\\\\ log_{{ a}}(xy)\implies log_{{ a}}(x)+log_{{ a}}(y) \\\\\\ \textit{Logarithm of exponentials}\\\\ log_{{ a}}\left( x^{{ b}} \right)\implies {{ b}}\cdot log_{{ a}}(x)\\\\ -------------------------------\\\\ 4500\implies 6\cdot 6\cdot 5\cdot 5\cdot 5\implies 6^2\cdot 5^3 \\\\\\ ln(4500)\implies ln(6^2\cdot 5^3)\implies ln(6^2)+ln(5^3)\implies 2ln(6)+3ln(5)[/tex]

      Simplified form of the given logarithmic expression ln(4500) will be         ln(4500) = 3ln(5) + 2ln(6)

Given logarithmic expression in the question is,

ln(4500)

We have to convert this expression in terms of ln(5) and ln(6).

Since, Factored form of 4500 = 5×5×5×6×6

                                                  = 5³×6²

Therefore, ln(4500) = ln(5³×6²)

                                 = ln(5³) + ln(6²) [Since, ln(a × b) = ln(a) + ln(b)]

                                 = 3ln(5) + 2ln(6) [Since, ln(a³) = 3ln(a)]

   Hence, ln(4500) = 3ln(5) + 2ln(6) will be the answer.

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For a normal distribution, the z value for an x value that is to the right of the mean is always:

Answers

In a normal distribution, the z value for an x value that is to the right of the mean will always be positive while on the other hand if the z value for an x value that is to the left of the mean it will always be negative. It is because left side is always negative and right side is always positive.
Final answer:

In a normal distribution, the Z value for an X value that is to the right of the mean is always positive. It indicates how many standard deviations X is larger than the mean. Conversely, Z values are negative for X values to the left of the mean because they are smaller than the mean.

Explanation:

In a normal distribution, the Z value corresponds to the number of standard deviations a value X is from the mean. Specifically, for an X value that is to the right of the mean, the Z score will always be positive. This is because values to the right of the mean are larger than the mean.

For example, if X = 10 and the mean is 5, and this corresponds to a Z score of 2.5, it means that X is 2.5 standard deviations to the right of the mean. In other words, X is larger than the mean by 2.5 times the standard deviation. The actual Z score, such as 2.5 in this example, indicates how far the score is from the mean, with greater Z scores indicating values further to the right of the mean.

In contrast, X values to the left of the mean have negative Z scores, indicating they are smaller than the mean. Finally, if X equals the mean, then X has a Z score of zero. This basic understanding of Z scores and their relation to the mean in a normal distribution is crucial in many statistical analyses.

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Max rented a motorbike at $465 for 5 days. If he rents the same motorbike for a week, he has to pay a total rent of $625.

Write an equation in the standard form (Ax + By = C) to represent the total rent (y) that Max has to pay for renting the motorbike for x days.

Answers

the answer is simple you divide $465 from 5 then multiply

rewrite the expression as a multiple of a sum of two numbers with no common factor 15+24 _____

Answers

To rewrite the expression as a multiple of a sum of two numbers with no common factor, we're supposed to find the greatest common factor between the terms and factor it out. We can see that both 15 and 24 are divisible by 3. So let's factor the 3 out. Since the 3 goes into 15 five times and into 24 eight times, the expression can be rewritten like this.

15 + 24 = 3(5 + 8)



Final answer:

To rewrite the expression as a multiple of a sum of two numbers with no common factor, find the prime factorizations of the given numbers and then multiply them together which brings the result as 39.

Explanation:

To rewrite the expression as a multiple of a sum of two numbers with no common factor, we need to find two numbers that have no common factors and multiply them together. Let's find the prime factorizations of 15 and 24:

15: 3 × 524: 2 × 2 × 2 × 3

Now we can rewrite the expression as:

15 + 24 = (3 × 5) + (2 × 2 × 2 × 3) = 3 × (5 + 8) = 3 × 13 = 39

So, 15 + 24 can be written as a multiple of 3 × 13, which is 39.

A red candle is 8 inches tall and burns at a rate of 710 inch per hour. a blue candle is 6 inches tall and burns at a rate of 15 inch per hour. after how many hours will both candles be the same height? enter your answer in the box.

Answers

Red candle:
Initial height  = 8 in
Burn rate = 710 in/h
After x hours, the height will be
h₁ = 8 - 710x

Blue candle:
Initial height = 6 in
Burn rate = 15 in/h
After x hours, the height will be
h₂ = 6 - 15x

When the two heights are equal, then
h₁ = h₂
8 - 710x = 6 - 15x
-695x = -2
x = 0.00288 hours

Answer:
The answer may take one of these forms:
0.003 hours, or
0.0029 hours, or
0.00288 hours.

Answer:

5 hour

Step-by-step explanation:

Explain how the common difference in an arithmetic sequence is like the slope of a linear function. read more >>

Answers

In arithmetic sequence, let the first tern of the arithmetic sequence be, a, and the common difference, d, then the nth term, Tn, of the arithmetic sequence is given by:

[tex]T_n=a+(n-1)d[/tex]

For a linear function with y-intercept, c, and slope, m, the linear function is given by:

[tex]y=mx+c[/tex]

Comparing the equation of the arithmetic sequence and that of the linear function, we can see that y is compared to Tn, a is compared to c, m is compared to d, and x is compared to n - 1.

Therefore, the common difference in an arithmetic sequence is like the slope of a linear function as both are multiple of a variable.

the table shows the sales of admission tickets to a science museum. A table labeled Science Museum Admission Revenue. It contains a row for Tickets Sold with the amounts 128, 264, 308, 514, 520, 650, 722, and a row for Sales with the amounts 1088, 2244, 2618, 4369, 5525, and 6137. The equation y = 9.75x represents the number of dollars, y, earned by an art museum for selling x tickets. Which statements about the costs of the admission tickets at the museums are true? Select each correct answer. It costs $9.75 per ticket for admission to the art museum. It costs $8.75 per ticket for admission to the science museum. Art museum tickets are more expensive than science museum tickets. Given the same number of ticket sales, the science museum earns more revenue. 1 2 3 4 5

Answers

Answer:  It costs $9.75 per ticket for admission to the art museum.

Art museum tickets are more expensive than science museum tickets.

Step-by-step explanation:

From the given table of Science Museum Admission Revenue, we can see that the sales amount by selling 128 tickets = $1088

Therefore, the cost of each ticket for science museum =[tex]\frac{1088}{128}=\$8.5[/tex]

It costs $8.5 (not 8.75) per ticket for admission to the science museum.

Also,The equation [tex]y = 9.75x[/tex] represents the number of dollars, y, earned by an art museum for selling x tickets.

At x=1, y=9.75

∴  It costs $9.75 per ticket for admission to the art museum.

Clearly, 9.75>8.5

∴ Art museum tickets are more expensive than science museum tickets.

If the number of ticket sales will be same then art museum will earn more revenue.

Since the price of one ticket to an art museum ($9.75) is higher than the price per ticket for science museum ($8.5), therefore the following statements about the cost at both museums would be true:

Price per ticket for admission to the art museum cost $9.75 (Option A)

Art Museum tickets cost more than that of science (Option C).

Price per ticket to a science museum:

Given the table showing the sales of admission tickets to a science museum:

Thus,

The unit rate/price per ticket sold at the science museum using a pair of values from the table, say, (128, 1088) is: y/x

Thus:

unit rate/price per ticket = [tex]\frac{1088}{128} = 8.5[/tex]

That is, a ticket to a science museum costs $8.5.

Price per ticket to an art museum:

The equation, y = 9.75x is given as the equation modelling the situation.

Where x = number of tickets soldy = amount in dollars

Thus, this means that the price per ticket to the art museum is: $9.75.

Therefore, since the price of one ticket to an art museum ($9.75) is higher than the price per ticket for science museum ($8.5), therefore the following statements about the cost at both museums would be true:

Price per ticket for admission to the art museum cost $9.75 (Option A)

Art Museum tickets cost more than that of science (Option C).

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21: stan bought a monster truck for $2,000 down and payments of $450 a month for five years. what's the total cost of the monster truck?

Answers

2000 + 450(12)(5)

2000 + 450(60)

2000 + 27000 = 29,000

He spend $27,000 on the truck.

Hope this helps!

Answer:

The total cost of the monster truck = 29000 $

Step-by-step explanation:

Stan bought a monster truck for $2,000 down and payments of $450 a month for five years.

Initial payment = 2000 $

Monthly payment = 450 $

Number of years paid = 5

Number of months in 5 years = 12 x 5 = 60

Total amount paid = 2000 + 60 x 450 = 29000 $

The total cost of the monster truck = 29000 $

To support a tree damaged in a storm, a 12-foot wire is secured from the ground to the tree at a point 10 feet off the ground. The tree meets the ground at a right angle.
At approximately what angle does the wire meet the ground?

Answers



12 feet would be the hypotenuse... 

56.4 degrees my friend. That is ur answer.
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