To represent the inequality, we need to consider that Mark wants to sell at least one handmade card (which costs $20.00) and some bookmarks (which cost $2.50 each). Let x represent the quantity of bookmarks Mark sells.
The inequality will be:
$20.00 (cost of handmade card) + $2.50 (cost of each bookmark) * x (quantity of bookmarks) ≥ $90.00.
Simplifying the inequality, we have:
$20.00 + $2.50x ≥ $90.00.
This is the inequality that represents the various quantities of bookmarks (x) Mark must sell.
Mark runs a stall selling handmade cards and bookmarks.
Each handmade card costs $20.00.
Each bookmark costs $2.50.
Mark wants his total sales to reach a minimum of $90.00 through the sale of at least one handmade card and several bookmarks. What inequality represents the various quantities of bookmarks (x) Mark must sell?
5 answers
wrong
Apologies for the incorrect response.
To represent the inequality, let's assume Mark sells at least one handmade card (which costs $20.00) and x bookmarks (which cost $2.50 each).
Therefore, the cost of the handmade card will not change, and the cost of x bookmarks will be $2.50 * x.
The total sales must reach a minimum of $90.00. So, the inequality that represents the various quantities of bookmarks (x) Mark must sell is:
$20.00 + $2.50x ≥ $90.00.
This inequality ensures that the total sales from the handmade cards ($20.00) and the bookmarks ($2.50 * x) is at least $90.00.
To represent the inequality, let's assume Mark sells at least one handmade card (which costs $20.00) and x bookmarks (which cost $2.50 each).
Therefore, the cost of the handmade card will not change, and the cost of x bookmarks will be $2.50 * x.
The total sales must reach a minimum of $90.00. So, the inequality that represents the various quantities of bookmarks (x) Mark must sell is:
$20.00 + $2.50x ≥ $90.00.
This inequality ensures that the total sales from the handmade cards ($20.00) and the bookmarks ($2.50 * x) is at least $90.00.
thats not a response. Here are the responses
x≥70
x≥36
x≥16
x≥28
x≥70
x≥36
x≥16
x≥28
Apologies for the confusion. Let's break down the problem and find the correct inequality.
Let's assume Mark sells x bookmarks.
The cost of one handmade card is $20.00, so the total revenue from selling the cards is $20.00 * 1 = $20.00.
The cost of one bookmark is $2.50, so the total revenue from selling x bookmarks is $2.50 * x = $2.50x.
To reach a minimum of $90.00 in total sales, we can write the inequality:
$20.00 + $2.50x ≥ $90.00.
This inequality represents the various quantities of bookmarks (x) Mark must sell in order to achieve total sales of at least $90.00.
Now we can solve the inequality:
$20.00 + $2.50x ≥ $90.00.
Subtracting $20.00 from both sides:
$2.50x ≥ $70.00.
Dividing both sides by $2.50:
x ≥ 28.
Therefore, the correct inequality is x ≥ 28. This means that Mark must sell at least 28 bookmarks to reach a minimum of $90.00 in total sales.
Let's assume Mark sells x bookmarks.
The cost of one handmade card is $20.00, so the total revenue from selling the cards is $20.00 * 1 = $20.00.
The cost of one bookmark is $2.50, so the total revenue from selling x bookmarks is $2.50 * x = $2.50x.
To reach a minimum of $90.00 in total sales, we can write the inequality:
$20.00 + $2.50x ≥ $90.00.
This inequality represents the various quantities of bookmarks (x) Mark must sell in order to achieve total sales of at least $90.00.
Now we can solve the inequality:
$20.00 + $2.50x ≥ $90.00.
Subtracting $20.00 from both sides:
$2.50x ≥ $70.00.
Dividing both sides by $2.50:
x ≥ 28.
Therefore, the correct inequality is x ≥ 28. This means that Mark must sell at least 28 bookmarks to reach a minimum of $90.00 in total sales.
2 answers