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Question 1130236: Lauren is planning to raise her batting average. When she set up her weekly practice schedule, her batting average was 250. Lauren intends to increase her batting average by 5 each week. Find a pattern and write a formula that will give her expected batting average after n weeks.
a1 =
d=
Using the formula, how many weeks will Lauren need to practice if she expects to earn a batting average of 300?
Found 3 solutions by mananth, ikleyn, n2: Answer by mananth(16949) (Show Source):
You can put this solution on YOUR website! Lauren is planning to raise her batting average. When she set up her weekly practice schedule, her batting average was 250. Lauren intends to increase her batting average by 5 each week. Find a pattern and write a formula that will give her expected batting average after n weeks.
a1 =
d=
Using the formula, how many weeks will Lauren need to practice if she expects to earn a batting average of 300?
She starts her batting average with 250
She increases it by 5 every week
So we use the formula for arithmetic sequence
We can calculate average by the formula
tn= a+(n-1)d
Expected batting average = 350
a= 250, d=5 and n=? , tn= 350
350 = 250+(n-1)*5
350-250 = (n-1)*5
100/5 = n-1
20 =n-1
n=21
Lauren's expected batting average would be 350 after 21 weeks
Answer by ikleyn(53619) (Show Source): Answer by n2(54) (Show Source):
You can put this solution on YOUR website! .
Starting from November 2025 and during December 2025 I worked on checking solutions
provided by @mananth at this forum www.algebra.com .
For now, Jan.06, 2026, I reviewed/checked about 2*17*31 = 1054 problems, solved
by @mananth at this web-site (problems from 2390..9419 to 10320..10349 inclusively
of the list https://www.algebra.com/tutors/your-answers.mpl?userid=mananth ).
Of them, I found about 99 problems solved incorrectly.
Below is the list of these problems, solved incorrectly.
For each of these problems, my correct solution is placed at the same spot/link.
I started this my checking job from some of the problems, and after checking approximately 70 problems,
I started noticing the repeating patterns in problems and in their solutions.
Quite often, these solutions were incorrect, and the errors were of the kind a live person would not
make them. It led me to the idea that the solution were actually produced not by a living person,
but by a computer code, instead. So, it was a very early version of the Artificial Intelligence.
After getting this observation, two ideas led me.
First idea was, of course, to clean this forum from erroneous solutions.
Second idea was to learn how far this artificial intelligence may lead in producing wrong and right solution.
So, this file is my report on this issue.
I collected here only wrong solutions (wrong from a Math point of view).
There were also cases, when the solutions were led to correct answers, but were wrong
from an educative/pedagogical point of view. Then suggestions "wrong/correct" become more individualized/personalized,
and I did not include such cases in this my file. So, only incorrect solutions are collected/listed here.
From about 1000 reviewed problems, the number of incorrectly solved is about 100 (for now).
In other words, about 10% of all problems were solved incorrectly by @mananth (by his version of AI).
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solve
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final amount of the investment if $8000 invested at 6% compounded quarterly for 6 years
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A long distance runner started on a course running at an average speed of 6 mph. one-half hour later,
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433981
10 gallons of a 15.0% alcohol solution are to be mixed with a 28.0% alcohol solution to make a 20.0% alcohol solution.
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One plane traveled 800 miles in the same time a second plane traveled 1,000 miles. The rate of the second plane was
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x^2+8x+15>=0
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419040
The current of a river is 2 miles per hour. A boat travels to a point 8 miles upstream and back again in 3 hours.
What is the speed of the boat in still water?
https://www.algebra.com/algebra/homework/word/travel/Travel_Word_Problems.faq.question.419040.html
419037
The speed of a boat in still water is 5 miles per hour. If the boat travels 3 miles downstream in the same amount
of time it takes to travel 1.5 miles upstream, what is the speed of the current?
https://www.algebra.com/algebra/homework/word/travel/Travel_Word_Problems.faq.question.419037.html
419685
Hi tutor, i do not get this question what so ever. It his a problem solving, algebraic question. I really need help.
It would be greatly appreciated, thank you so much, may god bless you. Q : 500 tickets for a football game were sold
and the total receipts were $105. Some of the tickets sold for $15 and the rest sold for 25cents. Find the number
of each sold. ( i am required too provide a equation/formula , write a table i already have that set up : i have it as ticket 1 & ticket two & value, number and amount. & i also would greatly appreciate if you show the work as too how you got the answers, so i can learn from it. Thank you so much.
https://www.algebra.com/algebra/homework/word/coins/Word_Problems_With_Coins.faq.question.419685.html
420019
what is the slope-intercept form that contains the points (3,7) and (3,5)
https://www.algebra.com/algebra/homework/Linear-equations/Linear-equations.faq.question.420019.html
420867
If I have a 20 qt radiator containing a 80% antifreeze solution. How much of the solution should I drain
and replace with pure water to get a solution that is 50% antifreeze?
https://www.algebra.com/algebra/homework/word/evaluation/Evaluation_Word_Problems.faq.question.420867.html
421830 (90)
-4x-2y=-8 y=-2x+4
algebra.com/algebra/homework/Expressions-with-variables/Expressions-with-variables.faq.question.421830.html
421840
Solve each system of equations using the substitution method.
4x - y = 32y = -2 x + 70
https://www.algebra.com/algebra/homework/Matrices-and-determiminant/Matrices-and-determiminant.faq.question.421840.html
422281
I'm trying to solve when a man knows he has lost 12.4 percent of his weight, and now weighs 249.6.
What was his starting weight?
https://www.algebra.com/algebra/homework/proportions/Proportions.faq.question.422281.html
423336
A liter of orange fruit drink contains 22% orange juice. How many millimeters of orange juice must be added
to produce a mixture containing 50% orange juice?
https://www.algebra.com/algebra/homework/percentage/percentage.faq.question.423336.html
423677
what is the equation of a line that passes through (-5, 1) and is parallel to y = x + 4 ?
please show steps to help me understand
https://www.algebra.com/algebra/homework/Linear-equations/Linear-equations.faq.question.423677.html
423206
solving linear systems using substitution, what is
4x-7y=10
y=x-7
https://www.algebra.com/algebra/homework/Systems-of-equations/Systems-of-equations.faq.question.423206.html
423288
An airplane flew for 3 hours with a tail wind of 18 kilometers per hour. The return flight against the wind took 4 hours. Find the rate of the plane in still air.
https://www.algebra.com/algebra/homework/word/travel/Travel_Word_Problems.faq.question.423288.html
424727
Children's tickets to a movie cost $4. Adult tickets cost $7. If 275 tickets were sold for a total cost of $1174,
how many of each type were sold?
https://www.algebra.com/algebra/homework/coordinate/word/Linear_Equations_And_Systems_Word_Problems.faq.question.424727.html
426400
It takes a freight train 3 hours more to travel 280 miles than it takes an express train to travel 200 miles.
The rate of the express is 10 miles per hour faster the the rate of the freight train. Fine the rates of both trains.
https://www.algebra.com/algebra/homework/word/travel/Travel_Word_Problems.faq.question.426400.html
425874 (99)
a lion devours a sheep in 4 hours. a leopard devours a sheep in 5 hours. a bear devours a sheep in 6 hours.
how long will it take the three animals eating simultaneously to consume a single sheep?
https://www.algebra.com/algebra/homework/word/misc/Miscellaneous_Word_Problems.faq.question.425874.html
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You may ask me - ok, @mananth is a computer code, or AI - what does it change ?
Ok, below are my thoughts and my suggestions about it.
(1) First, 10% wrong solutions is too much for an AI.
You may say "ok, in 20 years it will be perfect".
Probably, it can be true, but I tell you about what I see now.
By the way, my feeling is that good AI acceptable level for wrong solutions
should be at most 1:1000, or 0.1%.
(2) Second, it can be perfect in 20 years under one necessary condition:
the best minds in Math solving and writing and the best computer programming specialists
will work on it starting from now and during 20 years.
What does it mean and why ? - Raising and educating a specialist in solving Math, writing Math
and explaining Math takes 10 - 15 - 20 years to get a professional level, when a person can speak,
write and teach professionally. (And, usually, the fingers of one hand are enough
to count such specialists of a national level in each country and in each generation).
If you make such experiments with the novices, it will take 10-15-20 years for them to get a professional
level before they will learn to speak/write at the professional level, so it is a WRONG way to assign
novices for key positions for such an activity.
It is the second conclusion from my arguments: the writers and the content creators must be professionals
from the very beginning. Neither @mananth, nor @CPhill are such professionals.
(3) Third, the computer codes which I see in the posts by @CPhill or @mananth, have no that level of flexibility
to serve at the adequate level. So, the level of the computer coders must be at least one order (one level) higher.
(4) Fourth, the writing, coding and programming discipline must be changed.
For now, the AI codes for solving school Math problems that I saw so far, do not show a tendency
to make checks of their solutions. They do not think that is is MANDATORY. It is a crude error, which must be fixed.
(5) Next. As the life has taught me, many of incoming problems are mathematically non-sensical.
So, the input flow is quite dirty, and therefore, idiotic incoming problems should be filtered out.
OK. So, these are conclusions and directions from my overview that should be taken into account by developers of AI,
if they want to have a perfect product in 20 years.
XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX
OK and very good.
There is one more issue, which I hesitate to pronounce.
It is well known fact that the peak in Math education in the world (in all industrially
developed countries) was from the middle of 1950s to, roughly say, 1970.
After that peak, the recession of the level of Math education was observed worldwide.
So and therefore, the specialists who are able to communicate with young students,
to speak with them, to teach them Math, to inspire them and who got their Math education at that time,
have a special value. People of this generation are quite old and will go out soon -
so and therefore, it is of great importance, great necessity and high urgency to use the experience
of those of them, who still have a potential to share their knowledge, skills, style, tone, spirit and abilities.
When these people will go out totally, it will be too late.
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