At McDonald's four cheeseburgers and three medium fries have a total of 2,290 calories. Six cheeseburgers and two medium fries have 2,560 calories. How many calories does each item contain?
4c + 3f = 2290 6c + 2f = 2560 Use elimination to solve the system. Multiply the second equation by 3 and the first equation by 2. 8c + 6f = 4580 18c + 6f = 7680 Subtract. -10c = -3100 c = 310 Put 310 into c of one equation: 4(310) + 3f = 2290 1240 + 3f = 2290 3f = 1050 f = 350 So, the cheeseburgers contain 310 calories and the fries contain 350 calories (pretty heavy).
I'm not sure if this is accurate in calories, but man that's JUNK FOOD!
You said it! I almost never eat at those places...
same only when my mom is doing good in her diet lol
:)
Do you mind helping me with more like these because I overthink EVERYTHING!, and could use an experts knowledge. ;D
Sure, go ahead.
An auto parts store ordered a combined total of 40 cases of oil filters and air cleaners at a cost of $2,807.60. Each case of oil filters is $59.99. While each case of air cleaners cost $83.99. How many cases of oil filters and how many cases of air cleaners were ordered?
Set up your equations: x + y = 40 59.99x + 83.99y = 2807.6 Substitution looks easier for this one: y = -x + 40 59.99x + 83.99(-x + 40) = 2807.6 59.99x - 83.99x + 3359.6 = 2807.6 -24x = -552 x = 23 Substitute: 23 + y = 40 y = 17 So, 23 cases of oil filters and 17 cases of air cleaners were ordered.
Man you are a WIZ!
These types of problems are kind of fun :).
Glad you enjoy them cause I dont...
Well keep in mind that they are actually very easy...you just have to make the equations and shift the numbers here and there.
I hope you understood the steps I showed you.
Definitely very clear!
Good to hear! I have to go now, so good luck with any future problems!
Thank you very much you too!
ok thank you
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