How do I draw angles using a ruler and protractor? Specifically, how to draw a 22 degree angle and a 250…

Question

How do I draw angles using a ruler and protractor? Specifically, how to draw a 22 degree angle and a 250 degree angle?

ScanSolve AI Tutor · Accepted Answer

To draw angles using a ruler and protractor, follow these steps: a) 22° Step 1: Use a ruler to draw a straight line segment. This will be the first arm of your angle. Mark one endpoint of this line as the vertex of the angle. Step 2: Place the center of your protractor exactly on the vertex you marked. Align the baseline of the protractor with the straight line you drew, ensuring the 0° mark is on the line. Step 3: Locate the 22° mark on the protractor scale (usually the inner scale if measuring from the right, or outer scale if measuring from the left). Make a small dot on your paper at this mark. Step 4: Remove the protractor. Use your ruler to draw a straight line segment from the vertex to the dot you made. This is the second arm of your angle. Step 5: The angle formed between the two lines is an angle of 22°. b) 250° Since a standard protractor measures up to 180°, to draw an angle greater than 180°, you need to use the concept of a reflex angle. A 250° angle is a reflex angle. Step 1: Calculate the conjugate angle (the angle that completes a full circle of 360°). 360° − 250° = 110° Step 2: Use a ruler to draw a straight line segment. Mark one endpoint as the vertex. Step 3: Place the center of your protractor on the vertex and align its baseline with the line you drew. Step 4: Locate the 110° mark on the protractor scale and make a small dot. Step 5: Remove the protractor. Use your ruler to draw a straight line segment from the vertex to the dot. Step 6: The smaller angle you have drawn is 110°. The reflex angle (the larger angle outside the 110° angle, going around the other way) is an angle of 250°.

How do I draw angles using a ruler and protractor? Specifically, how to draw a 22 degree angle and a 250 degree angle?

Answers

Step-by-step solution

Part a· 5 steps

Use a ruler to draw a straight line segment.

Place the center of your protractor exactly on the vertex you marked.

Locate the $22^\circ$ mark on the protractor scale (usually the inner scale if measuring from the right, or outer scale if measuring from the left).

Remove the protractor.

The angle formed between the two lines is $\boxed{\text{an angle of } 22^\circ}$ .

Part b· 6 steps
$\text{an angle of } 250^\circ$

Calculate the conjugate angle (the angle that completes a full circle of $360^\circ$ ).

Use a ruler to draw a straight line segment.

Place the center of your protractor on the vertex and align its baseline with the line you drew.

Locate the $110^\circ$ mark on the protractor scale and make a small dot.

Remove the protractor.

The smaller angle you have drawn is $110^\circ$ .

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More Mathematics Questions

How do I draw angles using a ruler and protractor? Specifically, how to draw a 22 degree angle and a 250 degree angle?

Answers

Step-by-step solution

Part a· 5 steps

Use a ruler to draw a straight line segment.

Place the center of your protractor exactly on the vertex you marked.

Locate the 22∘22^\circ22∘ mark on the protractor scale (usually the inner scale if measuring from the right, or outer scale if measuring from the left).

Remove the protractor.

The angle formed between the two lines is an angle of 22∘\boxed{\text{an angle of } 22^\circ}an angle of 22∘​.

Part b· 6 stepsan angle of 250∘\text{an angle of } 250^\circan angle of 250∘

Calculate the conjugate angle (the angle that completes a full circle of 360∘360^\circ360∘).

Use a ruler to draw a straight line segment.

Place the center of your protractor on the vertex and align its baseline with the line you drew.

Locate the 110∘110^\circ110∘ mark on the protractor scale and make a small dot.

Remove the protractor.

The smaller angle you have drawn is 110∘110^\circ110∘.

Try one yourself

Still stuck on this one?

More Mathematics Questions

Locate the $22^\circ$ mark on the protractor scale (usually the inner scale if measuring from the right, or outer scale if measuring from the left).

The angle formed between the two lines is $\boxed{\text{an angle of } 22^\circ}$ .

Part b· 6 steps
$\text{an angle of } 250^\circ$

Calculate the conjugate angle (the angle that completes a full circle of $360^\circ$ ).

Locate the $110^\circ$ mark on the protractor scale and make a small dot.

The smaller angle you have drawn is $110^\circ$ .