A packing operator can assemble 3 cardboard boxes in 6 minutes. At this rate, how many boxes can she assemble in 30 minutes? A. 18 B. 15 C. 9 D. 21
Ill give medal!
Have you learned about proportions? Example: \[\dfrac{3}{6}=\dfrac{x}{30}\]
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How do ya do it man.
B is the correct ans
Katie bought 6 hotdogs for $1.89 each and 3 drinks for $1.10 each. Which equation can be used to find the total cost, C, of the hotdogs and drinks? A. C = (6 × 1.89) + (3 × 1.1) B. C = (6 × 3) + (1.89 × 1.1) C. C = (3 × 1.89) + (6 × 1.1) D. C = (6 + 1.89) + (3 + 1.1)
Last one
@ksaichandra I was typing the explanation out -_-. Please do not just give out answers.
I want to know how to do it
not just the answer
guys????
@Opcode
Okay, well basically there are things called a ratio. Normally written as: 1:2 or 3:6, etc. We can use ratios to set up proportions for bigger values. Example: \[\dfrac{3}{6}=\dfrac{x}{30}\] The 3/6 (3:6) is from the question. "3 cardboard boxes in 6 minutes" Now you have to cross multiply.
I need to know this question man.....im stuck badly.....
Katie bought 6 hotdogs for $1.89 each and 3 drinks for $1.10 each. Which equation can be used to find the total cost, C, of the hotdogs and drinks? A. C = (6 × 1.89) + (3 × 1.1) B. C = (6 × 3) + (1.89 × 1.1) C. C = (3 × 1.89) + (6 × 1.1) D. C = (6 + 1.89) + (3 + 1.1)
Yes, I understand ratios...I didnt know how to set that up though....
Oh okay :-). Katie bought (6 hotdogs for $1.89 each and 3 drinks for $1.10 each). Which equation can be used to find the total cost, C, of the hotdogs and drinks? The soft brackets indicate what is important in the question. 6 hotdogs for $1.89 each 3 drinks for $1.10 each C (COST) = 1.89(h) + 1.10(d) h = 6 (hotdogs) d = 3 (drinks)
A
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Yes, A is correct. I hope you understand though.
Thx guys :D
there i voted :D
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