English, asked by sandeepkbedi14, 8 months ago

(a) 3.1 cm
(b) 6.2 cm
(c) 7.4 cm
(d) 9.3 cm
Construct the line segments equal in lengths to the line segments given belor
3. Construct the line segments of the following lengths using the compasses.bbzgnzjznz​

Answers

Answered by khantharsh87
0

Answer:

Essential Question ssential Question How can you measure and construct a

line segment?

Measuring Line Segments Using

Nonstandard Units

Work with a partner.

a. Draw a line segment that has a length

of 6 inches.

b. Use a standard-sized paper clip to

measure the length of the line segment.

Explain how you measured the line

segment in “paper clips.”

c. Write conversion factors from paper clips

to inches and vice versa.

1 paper clip = in.

1 in. = paper clip

d. A straightedge is a tool that you can use to draw a straight line. An example of a

straightedge is a ruler. Use only a pencil, straightedge, paper clip, and paper to draw

another line segment that is 6 inches long. Explain your process.

Measuring Line Segments Using

Nonstandard Units

Work with a partner.

a. Fold a 3-inch by 5-inch index card

on one of its diagonals.

b. Use the Pythagorean Theorem

to algebraically determine the

length of the diagonal in inches.

Use a ruler to check your answer.

c. Measure the length and width of the index card in paper clips.

d. Use the Pythagorean Theorem to algebraically determine the length of the diagonal

in paper clips. Then check your answer by measuring the length of the diagonal in

paper clips. Does the Pythagorean Theorem work for any unit of measure? Justify

your answer.

Measuring Heights Using Nonstandard Units

Work with a partner. Consider a unit of length that is equal to the length of the

diagonal you found in Exploration 2. Call this length “1 diag.” How tall are you in

diags? Explain how you obtained your answer.

Communicate Your Answer ommunicate Your Answer

4. How can you measure and construct a line segment?

MAKING SENSE

OF PROBLEMS

To be prof cient in math,

you need to explain to

yourself the meaning of

a problem and look for

entry points to its solution.

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