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sam7922 02/23/2021 Mathematics College verified answered • expert verified Doughnuts are sold in bag and cartons. A bag holds 4 doughnuts and a carton holds 10 doughnuts. Tome buys b bags of doughnuts and c cartons of doughnuts. He buys a total of t doughnuts. Write down the formula for t in terms of b and c Advertisement

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Doughnuts are sold in bags and cartons. A bag holds 4 doughnuts and a carton holds 10 doughnuts. he Mathematics, 20.06.2020 03:57 leslop Doughnuts are sold in bags and cartons. A bag holds 4 doughnuts and a carton holds 10 doughnuts. he buys a total of T doughnuts. Write down a formula for T in terms of B and c Answers: 2 Show answers

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doughnuts are sold in bags and cartons a bag holds 4 doughnuts and a carton holds 10 doughnuts tom buys b bags of doughnuts and . c cartons of doughnuts he buys a total of t doughnuts write down a formula for terms of b and c. Mathematics. Answer Comment. 1 answer: I am Lyosha [343] 2 years ago. 5 0. Answer: b+c=t.

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Write down the inequality shown in the diagram. Doughnuts are sold in boxes or bags. Michael has bought 32 boxes and 18 bags of doughnuts. The mean number of doughnuts in the 18 bags is 9. Work out the mean number of doughnuts in a box. A penny weighs 0.0036kg. Find the total mass of £400 worth of pennies.

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Expert Answer Step 1 Let's first calculate the number of doughnuts in B bags: One bag contains 4 doughnuts. B bags. View the full answer Final answer Previous question Next question Not the exact question you're looking for? Post any question and get expert help quickly. Start learning

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The formula for the total number of doughnuts, T, is T = 4B + C, where B is the number of bags and C is the number of cartons. The formula for T, the total number of doughnuts, in terms of B (number of bags) and C (number of cartons) can be written as: T = 4B + C

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doughnuts are sold in bags and cartons a bag holds 4 doughnuts and a carton holds 10 doughnuts tom buys b bags of doughnuts and c cartons of doughnuts he buys a total of t doughnuts write down a formula for t in terms of b and c. Submitted by Ruth B. Feb. 24, 2022 04:19 a.m. Video Answer. Solved by verified expert.

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11/13/2022 Mathematics High School answered • expert verified Doughnuts are sold in bags and cartons. A bag holds 4 doughnuts and a carton holds 10 doughnuts. Tom buys B bags of doughnuts and C cartons of doughnuts. He buys a total of T doughnuts. Write down a formula for T in terms of B and C. Advertisement emmierainey22 is waiting for your help.

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Doughnuts are sold in bags and cartons. A bag holds 4 doughnuts and a carton holds 10 doughnu* Tom buys B bags of doughnuts and C cartons of doughnuts. He buys a total of T doughnuts. Write down a formula for T in terms of B and C. ♡PLEASE HELP ASAP!

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Forming formulae and equations. A. Princessriyriy. Doughnuts are sold in bags and cartons. a bag holds 4 doughnuts and a carton holds 10 doughnuts. Tom buys B bags of doughnuts and C cartons of doughnuts. he buys a total of T doughnuts. Write a formula for T in terms of B and C. 3 years ago.

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13.05.2019 Math Secondary School verified answered • expert verified Doughnuts are sold in bags and cartons. A bag holds 4 doughnuts and a carton of 10 doughnuts. Tom buys B bags of doughnuts and C cartons of doughnuts. He buys T doughnuts in total. Write down a formula for T in terms of B and C Expert-Verified Answer question

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Answer to Solved Doughnuts are sold in bags and cartons. A bag holds 4

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1 report flag outlined as there are 10 doughnuts in each cartoon and 4 in each bag, the formula would be: t=10c+4b t=10c+4b report flag outlined arrow right Explore similar answers messages Get this answer verified by an Expert Advertisement Answer 8 people found it helpful melbush report flag outlined The answer is t=4b+10c arrow right

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Given that, doughnuts are sold in bags and cartons.A bag holds 4 doughnuts, a carton holds 10 doughnuts Tom buys B bags of doughnuts and thus B bags hold 4B doughnuts. He also buys C cartons of doughnuts and thus C cartons hold 10C doughnuts. Tom buys T doughnuts in total. Therefore, T = 4B + 10C.