plz answer 5th grade math question
The image is an X
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Why does each choice have a "A." in the beginning?
@hackerlife120 Do you still need help with this problem?
yes
methinks A = Amount A.x = amount of "x" A.y = amount of "y"
Ok. 1 lb of spinach sells for $3.50.
Well, if you have learned ratios then you know that there is 1 pound of spinach for every 3.5 dollars. The total amount of dollars would be however many pounds of spinach was bought times the amount of money per pound.
You can use the price of the spinach to figure out how much 2 lb, or 3 lb, or other amounts would cost.
Does that make sense?
no
1 lb of spinach costs $3.50 2 lbs is 2 * 1 lb, so let's multiply both the amount and the price by 2 to see how much 2 lb would cost. 1 lb costs $3.50 2 * 1 lb = 2 lb costs $3.50 * 2 = $7.00 2 lb of spinach costs $7.00 Ok so far?
yes
im thinking the answer is c
Now let's try 3 lb. Similar to what we did before, 3 lb = 3 * 1 lb. 1 lb costs $3.50 3 * 1 lb = 3 lb costs $3.50 * 3 = $10.50 3 lb costs $10.50
y = total amount of money. x = amount of spinach bought. The amount of spinach bought determines how much money is spent. y(the amount of money) = 3.50 * x(the amount of spinach bought.
cant give both of you medals so give each other one
soooo b
I didn't get one, but I gave mathstudent55 one.
Now instead of trying to find the price of a specific number of pounds, we use the letter x, called a variable in math, to represent any number we want. 1 lb of spinach costs $3.50 How much do x ponds of spinach cost? x = x * 1, so x * 1 lb = x lb of spinach costs $3.50 * x We can simplify the writing and write: x pounds of spinach cost 3.50x
And yes, you are correct.
Can I get a metal?
Your problem states that x is the number of pounds, and y is the cost. Since x pounds of spinach cost 3.50x, and the cost is y, we get y = 3.50x
Take the one you gave him away and give it to me. I gave mine to him.
Thx
@XxStudyingStuffxX
@hackerlife120 Same concept as the last question. C, or the amount of money total, is equal to $10.98 times the amount of pounds the customer bought. So, what would the answer be?
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