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Common Core: 3rd Grade Math : Measurement and Estimation

Study concepts, example questions & explanations for Common Core: 3rd Grade Math

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All Common Core: 3rd Grade Math Resources

7 Diagnostic Tests 226 Practice Tests Question of the Day Flashcards Learn by Concept

Example Questions

Example Question #111 : Measurement And Estimation

Megan is working on a science experiment. Using the scale below, how much water will she have if she adds $\displaystyle 18$ more grams of water?

19 g

Possible Answers:

37g $\displaystyle 37g$

31g $\displaystyle 31g$

42g $\displaystyle 42g$

50g $\displaystyle 50g$

46g $\displaystyle 46g$

Correct answer:

37g $\displaystyle 37g$

Explanation:

Megan has 19g $\displaystyle 19g$ of water and when she adds 18g $\displaystyle 18g$ she will have 37g $\displaystyle 37g$

$\displaystyle 19g+18g=37g$

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Example Question #112 : Measurement And Estimation

Megan is working on a science experiment. She needs to evenly divide the water shown in the beaker below into $\displaystyle 3$ smaller beakers. How much water will be in each beaker?

36 g

Possible Answers:

$\displaystyle 9g$

11g $\displaystyle 11g$

10g $\displaystyle 10g$

12g $\displaystyle 12g$

$\displaystyle 8g$

Correct answer:

12g $\displaystyle 12g$

Explanation:

Megan has 36g $\displaystyle 36g$ of water. We can divide $\displaystyle 36$ by $\displaystyle 3$ because she is splitting up the 36g $\displaystyle 36g$ into $\displaystyle 3$ beakers.

$36\div3=12g$ $\displaystyle 36\div3=12g$

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Example Question #113 : Measurement And Estimation

Megan is working on a science experiment. She needs to evenly divide the water shown in the beaker below into $\displaystyle 3$ smaller beakers. How much water will be in each beaker?

27 g

Possible Answers:

12g $\displaystyle 12g$

$\displaystyle 9g$

11g $\displaystyle 11g$

10g $\displaystyle 10g$

13g $\displaystyle 13g$

Correct answer:

$\displaystyle 9g$

Explanation:

Megan has 27g $\displaystyle 27g$ of water. We can divide $\displaystyle 27$ by $\displaystyle 3$ because she is splitting up the $\displaystyle 27$ into $\displaystyle 3$ beakers.

$27\div3=9g$ $\displaystyle 27\div3=9g$

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Example Question #114 : Measurement And Estimation

Megan is working on a science experiment. She needs to evenly divide the water shown in the beaker below into $\displaystyle 3$ smaller beakers. How much water will be in each beaker?

18 g

Possible Answers:

$\displaystyle 5g$

$\displaystyle 6g$

$\displaystyle 7g$

$\displaystyle 4g$

$\displaystyle 8g$

Correct answer:

$\displaystyle 6g$

Explanation:

Megan has 18g $\displaystyle 18g$ of water. We can divide $\displaystyle 36$ by $\displaystyle 3$ because she is splitting up the 18g $\displaystyle 18g$ into $\displaystyle 3$ beakers.

$18\div3=6g$ $\displaystyle 18\div3=6g$

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Example Question #115 : Measurement And Estimation

Megan is working on a science experiment. She needs $\displaystyle 4$ times the amount of water that she has shown on the scale below. How much water does she need?

15 g

Possible Answers:

45g $\displaystyle 45g$

60g $\displaystyle 60g$

50g $\displaystyle 50g$

40g $\displaystyle 40g$

55g $\displaystyle 55g$

Correct answer:

60g $\displaystyle 60g$

Explanation:

Megan has 15g $\displaystyle 15g$. If she needs $\displaystyle 4$ times that amount, we can multiply to find our answer.

$\frac{\begin{array}[b]{r}15\\ \times\ 4\end{array}}{ \ \ \ \ \space 60g}$ $\displaystyle \frac{\begin{array}[b]{r}15\\ \times\ 4\end{array}}{ \ \ \ \ \space 60g}$

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Example Question #116 : Measurement And Estimation

Megan is working on a science experiment. She needs $\displaystyle 4$ times the amount of water that she has shown on the scale below. How much water does she need?

19 g

Possible Answers:

76g $\displaystyle 76g$

82g $\displaystyle 82g$

84g $\displaystyle 84g$

72g $\displaystyle 72g$

70g $\displaystyle 70g$

Correct answer:

76g $\displaystyle 76g$

Explanation:

Megan has 19g $\displaystyle 19g$. If she needs $\displaystyle 4$ times that amount, we can multiply to find our answer.

$\frac{\begin{array}[b]{r}19\\ \times\ 4\end{array}}{ \ \ \ \space 76g}$ $\displaystyle \frac{\begin{array}[b]{r}19\\ \times\ 4\end{array}}{ \ \ \ \space 76g}$

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Example Question #117 : Measurement And Estimation

Megan is working on a science experiment. She needs to have $38 \ \space grams (g)$ $\displaystyle 38 \ \space grams (g)$ of water. Based on the scale below, how much more water does she need to add?

15 g

Possible Answers:

20g $\displaystyle 20g$

21g $\displaystyle 21g$

19g $\displaystyle 19g$

23g $\displaystyle 23g$

22g $\displaystyle 22g$

Correct answer:

23g $\displaystyle 23g$

Explanation:

Megan has 15g $\displaystyle 15g$ of water, but she needs $\displaystyle 38$. To find out how much more she needs we subtract.

$\displaystyle 38g-15g=23g$

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Example Question #118 : Measurement And Estimation

Megan is working on a science experiment. She needs to have $17 \ \space grams (g)$ $\displaystyle 17 \ \space grams (g)$ of water. Based on the scale below, how much more water does she need to add?

11 g

Possible Answers:

10g $\displaystyle 10g$

12g $\displaystyle 12g$

$\displaystyle 7g$

$\displaystyle 9g$

$\displaystyle 6g$

Correct answer:

$\displaystyle 6g$

Explanation:

Megan has 11g $\displaystyle 11g$ of water, but she needs 17g $\displaystyle 17g$. To find out how much more she needs we subtract.

$\displaystyle 17g-11g=6g$

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Example Question #119 : Measurement And Estimation

Megan is working on a science experiment. She needs to have $42 \ \space grams (g)$ $\displaystyle 42 \ \space grams (g)$ of water. Based on the scale below, how much more water does she need to add?

19 g

Possible Answers:

23g $\displaystyle 23g$

22g $\displaystyle 22g$

21g $\displaystyle 21g$

24g $\displaystyle 24g$

25g $\displaystyle 25g$

Correct answer:

23g $\displaystyle 23g$

Explanation:

Megan has 19g $\displaystyle 19g$ of water, but she needs 42g $\displaystyle 42g$. To find out how much more she needs we subtract.

$\displaystyle 42g-19g=23g$

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Example Question #120 : Measurement And Estimation

Megan is working on a science experiment. She needs $\displaystyle 4$ times the amount of water that she has shown on the scale below. How much water does she need?

11 g

Possible Answers:

56g $\displaystyle 56g$

44g $\displaystyle 44g$

52g $\displaystyle 52g$

40g $\displaystyle 40g$

48g $\displaystyle 48g$

Correct answer:

44g $\displaystyle 44g$

Explanation:

Megan has 11g $\displaystyle 11g$ of water. If she needs $\displaystyle 4$ times that amount, we can multiply to find our answer.

$\frac{\begin{array}[b]{r}11\\ \times\ 4\end{array}}{ \ \ \ \ \ \space 44g}$ $\displaystyle \frac{\begin{array}[b]{r}11\\ \times\ 4\end{array}}{ \ \ \ \ \ \space 44g}$

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All Common Core: 3rd Grade Math Resources

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Common Core: 3rd Grade Math : Measurement and Estimation

Study concepts, example questions & explanations for Common Core: 3rd Grade Math

All Common Core: 3rd Grade Math Resources

Example Questions

Example Question #111 : Measurement And Estimation

Example Question #112 : Measurement And Estimation

Example Question #113 : Measurement And Estimation

Example Question #114 : Measurement And Estimation

Example Question #115 : Measurement And Estimation

Example Question #116 : Measurement And Estimation

Example Question #117 : Measurement And Estimation

Example Question #118 : Measurement And Estimation

Example Question #119 : Measurement And Estimation

Example Question #120 : Measurement And Estimation

All Common Core: 3rd Grade Math Resources

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