Question

martha used 6 grams of baking soda to make a pumpkin pie. select the statement that is true about the amount of baking soda she used. 6 grams is equal to 600 milligrams. 6 grams is less than 600 milligrams. 6 grams is equal to 6,000 milligrams. 6 grams is less than 6,000 milligrams. question 16 (multiple choice worth 5 points) (12.03 lc) what is the volume of the liquid in the graduated cylinder? image of graduated cylinder with 50 ml, 60 ml, and liquid level

Explanation:

First Question (Baking Soda Mass Conversion)

Step1: Recall gram to milligram conversion

We know that \( 1 \text{ gram} = 1000 \text{ milligrams} \).

Step2: Convert 6 grams to milligrams

To convert grams to milligrams, we multiply the number of grams by 1000. So for 6 grams, we calculate \( 6\times1000 = 6000 \) milligrams. So 6 grams is equal to 6000 milligrams.

Step1: Analyze the graduated cylinder scale

Looking at the graduated cylinder, the scale shows markings. The major markings are at 50 mL and 60 mL. Let's find the value of each small division. The difference between 60 mL and 50 mL is \( 60 - 50=10 \) mL. Let's assume the number of divisions between 50 and 60. From the diagram, it seems there are 10 small divisions (since the liquid level is at 56 mL? Wait, wait, let's re - examine. Wait, the diagram shows 50 mL at the bottom, 60 mL above. Let's count the intervals. Wait, the liquid level is at 56? Wait, no, let's see the markings. Wait, the circle shows 50 mL and 60 mL, and the liquid is at a level. Wait, maybe the scale between 50 and 60 is divided into 10 parts, so each part is 1 mL. Wait, the liquid is at 56? Wait, no, looking at the diagram, the 50 mL and 60 mL, and the liquid is at 56? Wait, no, maybe I misread. Wait, the graduated cylinder's scale: from 50 to 60, how many lines? Let's see, the diagram has 50 mL, then some lines, then 60 mL. Wait, the liquid is at 56? Wait, no, maybe the correct way: the graduated cylinder has a scale where each major division (10 mL) is divided into 10 minor divisions, so each minor division is 1 mL. So if the liquid is at 56 mL? Wait, no, looking at the diagram, the 50 mL is at the bottom, and the liquid is at 56? Wait, no, maybe the correct reading is 56 mL? Wait, no, let's check again. Wait, the circle shows 50 mL and 60 mL, and the liquid is at a level. Wait, maybe the scale is such that between 50 and 60, there are 10 intervals, so each interval is 1 mL. So the liquid is at 56 mL? Wait, no, maybe I made a mistake. Wait, the diagram: the left graduated cylinder has markings, and the magnified part shows 50 mL, 60 mL, and the liquid is at 56? Wait, no, let's see the numbers. Wait, the magnified part has 50 mL at the bottom, then a line, then 60 mL above. Wait, the liquid is at 56? Wait, no, maybe the correct volume is 56 mL? Wait, no, let's think again. Wait, the graduated cylinder's scale: when reading a graduated cylinder, we look at the meniscus. Assuming the scale between 50 and 60 is divided into 10 equal parts (each 1 mL), and the liquid level is at 56 mL? Wait, no, maybe the correct answer is 56 mL? Wait, no, let's check the diagram again. Wait, the magnified part shows 50 mL, then some lines, then 60 mL. The liquid is at the 56th mL? Wait, no, maybe the scale is 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60. So if the liquid is at 56, then the volume is 56 mL. Wait, but maybe I misread. Wait, the problem's diagram: the left graduated cylinder has markings, and the magnified view shows 50 mL and 60 mL, with the liquid at 56? Wait, no, maybe the correct volume is 56 mL. Wait, let's confirm the scale. The difference between 50 and 60 is 10 mL. If there are 10 divisions between them, each division is 1 mL. So the liquid is at 56 mL.

Answer:

6 grams is equal to 6,000 milligrams.

Second Question (Volume in Graduated Cylinder)