A snack cart sells lemonade for $2 and hot dogs for $5. The vendor sold 86 items today for a total of $330.

A table titled Snack Sales, showing Items Sold, Cost per Item in dollars, and Total Cost in dollars. The first row shows Lemonade, with 86 minus h, 2, and 2 left-parenthesis 86 minus h right-parenthesis. The second row shows, Hot Dogs, with h, 5 and 5 h. The third row shows Total, with 86, blank, and 330.

Which equation is true?

(86 - h) (h) = 86

(86 - h) + h = 86

(86 - h) + h = 2 + 5

[2 (86 - h) ] (5h) = 330

Question

Cher

Mathematics

23 February, 13:56

A snack cart sells lemonade for $2 and hot dogs for $5. The vendor sold 86 items today for a total of $330.

A table titled Snack Sales, showing Items Sold, Cost per Item in dollars, and Total Cost in dollars. The first row shows Lemonade, with 86 minus h, 2, and 2 left-parenthesis 86 minus h right-parenthesis. The second row shows, Hot Dogs, with h, 5 and 5 h. The third row shows Total, with 86, blank, and 330.

Which equation is true?

(86 - h) (h) = 86

(86 - h) + h = 86

(86 - h) + h = 2 + 5

[2 (86 - h) ] (5h) = 330

+5

Answers (1)

Know the Answer?

Landon Berger · Answer 1

(86 - h) + h = 86

Step-by-step explanation:

$70+$260 = $330

34 lemonade + 52 hot dogs = 86 items = $330

With 34 lemonade + 52 hotdogs h = 52

(86 - h) + h = 86 = 86-52+52=86