this graph represents the cost of garlic cloves. how many ounces of garlic can you buy for $3.00? \na 3…

Explanation:

Step1: Analyze the graph

The graph shows the relationship between cost (in dollars) and weight (in ounces) of garlic cloves. We need to find the weight when the cost is $3.00.

Step2: Identify the point on the graph

Looking at the red line (which represents the cost - weight relationship), when the cost is $3 (on the x - axis, since cost is on the x - axis), we find the corresponding y - value (weight) on the graph. From the grid, we can see that when the cost is $3, the weight is 5 ounces? Wait, no, wait. Wait, maybe I misread the axes. Wait, the y - axis is weight (in oz) and x - axis is cost (in dollars). Wait, the red line: let's check the coordinates. Let's take two points. When cost is $0, weight is 0. When cost is, say, $6, weight is 9? Wait, no, maybe the slope. Wait, the options are 3,4,4.5,5 oz for $3. Wait, maybe the graph: when cost is $3 (x = 3), what's the y (weight)? Wait, looking at the grid, each square is 1 unit. Let's see the red line: from (0,0) to, let's say, when x = 6, y = 9? No, wait the arrow is going down? Wait, no, maybe the axes are labeled: x - axis is cost (0 - 10 dollars), y - axis is weight (0 - 10 oz). The red line: let's find the equation of the line. Let's take two points. When x = 0, y = 0. When x = 6, y = 9? No, that can't be. Wait, maybe when cost is $3, the weight is 5? Wait, the options are A. 3 oz, B. 4 oz, C. 4.5 oz, D. 5 oz. Wait, maybe the slope is 3/5? Wait, no, let's think again. Wait, the problem is: how many ounces for $3. Let's look at the graph. If we move along the x - axis (cost) to $3, then move up to the red line, then left to the y - axis (weight). From the grid, when x = 3, y = 5? Wait, no, maybe I made a mistake. Wait, maybe the line has a slope. Let's calculate the slope. Let's take two points: (0,0) and (6,9). Slope m = (9 - 0)/(6 - 0)= 9/6 = 3/2. So the equation is y=(3/2)x. Wait, when x = 3, y=(3/2)3 = 4.5? No, 3/23 = 4.5? Wait, 33/2 = 4.5. Wait, but the options have 4.5 as option C. Wait, no, wait maybe the axes are reversed. Wait, maybe x is weight and y is cost? No, the label says: x - axis is cost (in dollars), y - axis is weight (in oz). Wait, the red line: if x is cost, y is weight. Let's take x = 3, what's y? Let's look at the grid. Each square is 1. So from (0,0), moving right 3 units (cost = $3), then up to the red line, then left to y - axis. If the red line at x = 3 is at y = 5? No, the options are 3,4,4.5,5. Wait, maybe the correct answer is D. 5 oz? Wait, no, let's check the options again. Wait, the problem is about garlic cloves cost. Let's think of the relationship: cost and weight are proportional. So cost = kweight. From the graph, when weight is 5 oz, cost is $3? Wait, no, maybe when cost is $3, weight is 5 oz. So the answer is D. 5 oz.

Answer:

D. 5 oz