Distance formula quiz | Quizalize

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Distance formula quiz

Quiz by Priyanka Ingale

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Q 1/15
Score 0
Given two points A(1, 2) and B(4, 6), what is the distance between them?
30
$4$
$5$
$7$
$3\sqrt{3}$
Q 2/15
Score 0
If the distance between two points C(2, 3) and D(7, y) is 13, what is the value of y?
30
$11$
$15$
$14$
$5$

15 questions

Q.

Given two points A(1, 2) and B(4, 6), what is the distance between them?

1

30 sec

Q.

If the distance between two points C(2, 3) and D(7, y) is 13, what is the value of y?

2

30 sec

Q.

What is the distance between the points E(-3, -4) and F(-1, -8)?

3

30 sec

Q.

Calculate the distance between the points G(0, 0) and H(5, 12).

4

30 sec

Q.

What is the distance between the points J(3, 0) and K(3, 4)?

5

30 sec

Q.

Find the distance between the points L(2, -5) and M(-3, 7).

6

30 sec

Q.

Determine the distance between the points P(5, 9) and Q(-2, -3).

7

30 sec

Q.

Find the distance between the points R(-1, 2) and S(3, 6).

8

30 sec

Q.

What is the distance between the points T(6, 8) and U(6, 15)?

9

30 sec

Q.

Calculate the distance between the points V(1, 7) and W(4, 3).

10

30 sec

Q.

What is the distance between the points (0,0) and (6,8) on a Cartesian plane?

11

30 sec

Q.

Given the distance between two points (x, -3) and (4, 4) is 10, what is the value of x?

12

30 sec

Q.

If the points (1, 1) and (k, 5) are 5 units apart, what is the value of k?

13

30 sec

Q.

If the distance between two points (3,4) and (x,7) is 5, what is the value of x?

14

30 sec

Q.

Two points A(2, -3) and B(5, x) are 5 units apart. What is the value of x?

15

30 sec

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Make a quiz about the following mini-lab: Mini-Lab: Measuring Reaction Time and Hang Time Objective: In this mini-lab, you will work in groups to measure distances and use calculations to determine your reaction time and hang time. These experiments will help you understand fundamental concepts in physics and reaction time. Materials: Ruler (with metric units) Sticky notes or masking tape A vertical surface (like a wall) Clear space for jumping Calculator (if necessary) Part 1: Measuring Reaction Time Introduction: Reaction time is the time it takes for a person to respond to a stimulus. In this experiment, you will measure distances and use them to calculate your reaction time. Procedure: Preparation: Attach a sticky note or masking tape to the bottom edge of the ruler. Stand facing your partner. Hold the ruler vertically with the zero end at the bottom, lined up with your index finger and thumb. Measurement: Your partner will release the ruler without warning. When you see the ruler fall, try to catch it as quickly as you can. After catching the ruler, measure and record the distance the ruler fell. Data Collection: Each group should repeat the ruler drop experiment three times. Calculate the average distance and record it. Part 2: Calculating Hang Time Introduction: Hang time is the total time a person spends in the air while jumping. In this part of the mini-lab, you will measure distances using tape to mark your jump height and use them to calculate your hang time. Procedure: Preparation: Stand in front of a wall. Reach up as high as you can with your feet flat on the floor. Use a piece of tape to mark this point on the wall. Your partner should stand ready to observe and assist. Measurement: With a loop of tape on your finger, jump as high as you can. Stick the tape on the wall where your fingertips reach when jumping. The difference between the two pieces of tape marks your jumping height. Data Collection: Each group should repeat the jump and measurement three times. Calculations (Make sure to check your units before doing any calculations): Calculating Reaction Time: Use the average distance from Part 1. Calculate the time it took for the ruler to fall using the formula: y = viy t + ½ g t², where viy in this case is zero and "g" is the acceleration due to gravity (approximately 9.81 m/s²). This time is your reaction time. Calculating Hang Time: Use the average jump height difference from Part 2. Calculate the time you spent in the air using the formula: y = viy t + ½ g t². Remember that the velocity at the peak is zero and the total time in the air is twice the time it takes to get to the peak. Conclusion: Discuss your results with your partner and other groups. Compare your reaction times and hang times. Think about factors that may have influenced your results and how you can improve your reaction time and jump height. Consider the real-world applications of understanding reaction time and hang time in physics and sports. Assessment: Work with your partner to write a short report summarizing your findings, including calculations of your reaction time and hang time. Reflect on the factors that may have affected your results and propose improvements to your techniques. Be prepared to discuss your findings in class.
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