Pearl inherited a collection of pottery that contained 37 pieces, and she has added 7 pieces of pottery to her collection each month since then. In the equation below, x represents the time since Pearl inherited the collection, and y represents the number of pieces now in her collection. y

Pearl inherited a collection of pottery that contained 37 pieces, and she had added 7 pieces of pottery to her collection each month since then. In the equation below, x represents the time since pearl inherited the collection, and y represents the number of pieces now in her collection [tex]y=7x+37[/tex]. If she has been adding pottery pieces to her collection for 10 months, how many pieces are now in her collection?

To solve our given question, we need to substitute [tex]x=10[/tex] in our given equation and solve for y as:

[tex]y= 7(10)+37[/tex]

[tex]y=70+37[/tex]

[tex]y=107[/tex]

Therefore, there would be 107 pottery pieces in Pearl's collection after 10 months.

kyleestratton kyleestratton · Answer 2 · 2020-01-17T00:23:38+01:00

kyleestratton kyleestratton

17-01-2020

Answer:

Pearl has been adding pieces to her pottery collection for 11 months. Substitute x = 11 into the given equation, and solve for y.

y = 6(11) + 35

= 66 + 35

= 101

Therefore, Pearl has 101 pieces of pottery in her collection.

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