Math, asked by xan4xanax, 2 months ago

Nick, Sarah and Gavyn share some sweets in the ratio 6:2:1. Nick gets 30 more sweets than Gavyn. How many sweets does Sarah get?

Answers

Answered by advshivbadan
2

Answer:

12

Step-by-step explanation:

Step-by-step explanation:N:S:G

Step-by-step explanation:N:S:G6:2:1

Step-by-step explanation:N:S:G6:2:1Nick gets 30 more sweets than Gavyn, therefore we can say that.

Step-by-step explanation:N:S:G6:2:1Nick gets 30 more sweets than Gavyn, therefore we can say that.\begin{gathered}6x=x+30\\5x=30\\x=6\end{gathered}

Step-by-step explanation:N:S:G6:2:1Nick gets 30 more sweets than Gavyn, therefore we can say that.\begin{gathered}6x=x+30\\5x=30\\x=6\end{gathered} 6x=x+30

Step-by-step explanation:N:S:G6:2:1Nick gets 30 more sweets than Gavyn, therefore we can say that.\begin{gathered}6x=x+30\\5x=30\\x=6\end{gathered} 6x=x+305x=30

Step-by-step explanation:N:S:G6:2:1Nick gets 30 more sweets than Gavyn, therefore we can say that.\begin{gathered}6x=x+30\\5x=30\\x=6\end{gathered} 6x=x+305x=30x=6

Step-by-step explanation:N:S:G6:2:1Nick gets 30 more sweets than Gavyn, therefore we can say that.\begin{gathered}6x=x+30\\5x=30\\x=6\end{gathered} 6x=x+305x=30x=6

Step-by-step explanation:N:S:G6:2:1Nick gets 30 more sweets than Gavyn, therefore we can say that.\begin{gathered}6x=x+30\\5x=30\\x=6\end{gathered} 6x=x+305x=30x=6

Step-by-step explanation:N:S:G6:2:1Nick gets 30 more sweets than Gavyn, therefore we can say that.\begin{gathered}6x=x+30\\5x=30\\x=6\end{gathered} 6x=x+305x=30x=6 As Sarah gets twice the amount of sweets that Gavyn does.

Step-by-step explanation:N:S:G6:2:1Nick gets 30 more sweets than Gavyn, therefore we can say that.\begin{gathered}6x=x+30\\5x=30\\x=6\end{gathered} 6x=x+305x=30x=6 As Sarah gets twice the amount of sweets that Gavyn does.2(6)=122(6)=12

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