Answer: some don’t have constant width that allows the top and bottom to be the same distance away from each other (which is what helps shapes to roll)
Step-by-step explanation:
Answer:
hamburger, hot dog, and vegetarian nachos
Step-by-step explanation:
there is no chicken so it cant be a chicken sandwich and it cant be the chicken wings. and it says that Tessa got something with a bun so it has to be the hamburger, the hot dog, and the vegetarian nachos
Hi. Im guessing you want a word problem with the ratio 3:2? If yes, here is one.
There is an apple tree and orange tree. From the apple tree, 3 apples fall off. From the orange tree, 2 oranges fall of. What is the ratio of fallen apples to fallen oranges?
OR
There are 5 kids in a class. There are 3 boys. What is the ratio of boys to girls in this small class?
*First do 5-3=2 So there are 2 girls....3:2
Hope that helps! :) By the way, I know these word problems are a little kids, but they were the only ones I could think of on the spot
1. A person would need to write 20 checks each month for the two banks to charge the same amount in fees.
2. The account from Bank A would cost less if a person were to write 10 checks in a month.
Explanation:
1. Bank A = 0.25x + 4, Bank B = 0.2x + 5
0.25x + 4 = 0.2x + 5
0.05x = 1
x = 20
2. Bank A = 0.25(10) + 4 = $6.5
Bank B = 0.2(10) + 5 =$7
Therefore, it would cost less to write 10 checks from Bank A.
The phrases you would like to be written as expressions are not listed. I would nevertheless, explain how to write phrases as expressions so that the same approach could be applied to you own question.
Phrases are dynamic, depending on the problem. They do not necessarily take a particular form.
The constant thing about phrases is the operators connecting the words in the phrases. Theses operators are:
Addition (+), Subtraction (-), Division (÷), and Multiplication (×).
In word problems, it is a matter of interpretation, these operators can be written in many ways.
ADDITION
plus
the sum of
increase
grow
add
profit
And so on.
SUBTRACTION
minus
loss
decrease
reduce
subtract
And so on
MULTIPLICATION
times
multiply
triple
And so on
DIVISION
split
share
divide
distribute
And so on.
Examples
(1) 56 is added to a number to give 100
Interpretation: x + 56 = 100
(2)The difference between Mr. A and Mr. B is 5
Interpretation: A - B = 5
(3) This load (L1) is three times heavier than that one (L2)
Interpretation: L1 = 3L2
(4) Share this orange (P) equally between the three children
Interpretation: P/3
