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A bucket can hold 3 L. How many ml can the bucket hold?

A. 3000 mL

B. 300 mL

C. 30 mL

D. 0.003 mL

Answer Explanation:

to change L to mL we use the following options of interconversions:

Or

Since we are needed to change L to mL, use the second option.

Thus, a bucket can hold 3000 mL which is equal to 3 L.

Therefore, the Correct Answer is A.

More Questions on TEAS 7 Math

  • Q #1: A farmer grows apple, orange, lemon, banana, and pear trees. The number of trees planted this year is shown in table above. Which of the following would best display the data? Tree type Apple Orange Lemon Banana Pear Number of trees 20 10 12 25 21

    A. Bar graph

    B. Stem and leaf plot

    C. Line graph

    D. Scatter plot

    Answer Explanation

    Based on the above data, the horizontal axis will be tree type and vertical axis will represent the number of trees.

    Based on these, a bar graph is appropriate to represent the number trees.

  • Q #2: The graph below represents the amount of rainfall in a particular state by month. Which of the following is the total rainfall for the first 3 months of the year?  

    A. 4 inches

    B. 5 inches

    C. 4.5 inches

    D. 3.5 inches

    Answer Explanation

    The first three months of the year are January, February, and March. We need to find the total rainfall for these three months from the provided graph.

    In the month of January, rainfall is between o and 1, which is halfway. Therefore, rainfall in January is 0.5 inches

    On February, rainfall was 1 inch and on March the rainfall was 2 inches. Thus,

    Total rainfall = 0.5 inches + 1 inches + 2 inches = 3.5 inches

  • Q #3: A large pizza has a diameter of 16 inches. Which of the following is the area of the pizza in terms of pi (π)? 

    A. 16 πin2

    B. 64 πin2

    C. 32πin2

    D. 256 πin2

    Answer Explanation

    We are told to find the area of the pizza given its diameter. The pizza is in circular form, and its area is found as:

    However, we are not given r, which is the radius of the circle. But we can find it from the given diameter as

    Substituting r=8 in the equation of the area of a circle

    Thus, the area of the pizza is 64  in2.

    NOTE:  (Pi) remains as a symbol because values of Pi can vary from 22/7 to 3.1415 to 3.14 and so forth.