There are 126 different combinations of soups salads, and sandwiches available at a cafe. If there are more choices of sandwiches than choices of salads and fewer choices of soups than salads, how many of each type of food is available at a cafe?

Answers

Answer 1
Answer: combinations = #soup x #salad x #sandwich
126 = 2 x 7 x 9 = 3 x 6 x 7 = 2 x 3 x 21
there are more than one answer

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For which value(s) of x will the rational expression below be undefined?Check all that apply.(x-3)(x+6)x + 7

HELP ME! I'm confused if to whether I should choose a or b

Answers


' B ' says that he starts with $50,000and then loses $100 for each computer he sells.

If he sold 500computers with that equation, his total income would be zero.

The only way he could earn$75,000 from that equation would be to sell
(negative 250) computers.That would be quite a trick, so it's most likely not 'B'.



find the value of x if 3x - 20 = 130?find the value of x if 8x-2=-9+7x?
find the value of x if x + 6 = 33?

Answers

1.
3x-20=130
3x=130+20
3x=150
x=50

2.
8x-2=-9+7x
8x-7x=-9+2
x=-7

3.
x+6=33
x=33-6
x=27

those tasks are very simple, you should try to solve them on you're own first :)
3x-20=130\ \ \ /+20\n\n3x-20+20=130+20\n\n3x=150\ \ \ /:3\n\n3x:3=150:3\n\nx=50



8x-2=-9+7x\ \ \ /+2\ \ /-7x\n\n8x-7x=-9+2\n\nx=-7



x+6=33\ \ \ /-6\n\nx=33-6\n\nx=27

What is the measure of the angle in degrees 100/360

Answers

the answer is 260 but the reason why is is because any thing 90 degrees and lower is acute any thing above that is obtuse also one that's just right is a right 90 angle which means that your answer is obtuse

What is the least number that has 4 odd factors that are all the same? Each factor is greater than 1 and can have only 1 itself as factors

Answers

I'm not quite sure what you mean.
the factors can't be 1.
the factors have to be odd.
they have to be the same.
offhand i would say 3*3*3*3 would be equal to 9*9 = 81.
the number 81 has 4 odd factors that are all the same.
can't be 1 because 1 doesn't counts as a factor.
a prime number has 2 factors.
1 and itself.
every number has a factor of 1 and itself.

Please help me with this question! its 22 pts so youll get 11 i will give brainliest thanks rattings etc.

Answers

Answer:

it will be A

Step-by-step explanation:

ok you see for B it says that erics dog grows in inches everything good until get to three days he loes inch which makes this a false scenario

and its th same for the others

Many years ago, the towns of Franklin and Chester agreed to begin posting their populations on signs justoutside of their towns. They also agreed to update their signs once per year at the beginning of the year.
During year 1, Franklin's sign read "Franklin: Population of 20,000", while Chester's sign read
"Chester: Population of 25,000". Each year, the populations grew. Specifically, Franklin's population grew by
5% each year, and Chester's population grew by 500 people each year.
What is the first year in which Franklin's sign shows a larger number than Chester's sign?

Answers

Answer:

Franklin's population < Chester's population by 4500

Step-by-step explanation:

Franklin: 20000 (1 + 0.05) = 21000   (21000 - 20000 = 1000 grew)

Chester: 25000 + 500 = 25500        (500 increase)

Final answer:

To find the first year in which Franklin's sign shows a larger number than Chester's sign, we set up an equation and solve for the year. The first year is year 6.

Explanation:

To find the first year in which Franklin's sign shows a larger number than Chester's sign, we need to set up an equation and solve for the year. Let's denote the year as 'y'.

Franklin's population can be represented as: 20000 + (20000 * 0.05 * y).

Chester's population can be represented as: 25000 + (500 * y).

Setting up the equation, we have: 20000 + (20000 * 0.05 * y) > 25000 + (500 * y).

Simplifying the equation, we get: 1000 * y > 5000.

Dividing both sides of the equation by 1000, we find that y > 5.

Therefore, the first year in which Franklin's sign shows a larger number than Chester's sign is year 6.

Learn more about Exponential and Linear Growth here:

brainly.com/question/31913990

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