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Alternate, Corresponding and Co-Interior Angles

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Alternate, Corresponding and Co-Interior Angles 1

Alternate, Corresponding and Co-Interior Angles 1

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Question 1 of 5

1. Question
Find the value of $b$ $b$
- $b =$ $b=$ (76) $°$ $°$
Hint

Correct

Well Done!

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Alternate Angles

Corresponding Angles

Co-Interior Angles

Alternate Angles are equal.

We can see from the diagram that $76 °$ $76°$ and $b$ $b$ are alternate angles, which means they are equal

Therefore, $∠ b = 76 °$ $/_ b=76°$

$∠ b = 76 °$ $/_ b=76°$
Question 2 of 5

2. Question
Find the value of $h$ $h$
- $h =$ $h=$ (54) $°$ $°$
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Alternate Angles

Corresponding Angles

Co-Interior Angles

Alternate Angles are equal.

We can see from the diagram that $54 °$ $54°$ and $h$ $h$ are alternate angles, which means they are equal

Therefore, $∠ h = 54 °$ $/_ h=54°$

$∠ h = 54 °$ $/_ h=54°$
Question 3 of 5

3. Question
Find the value of $x$ $x$
- $x =$ $x=$ (68) $°$ $°$
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Alternate Angles

Corresponding Angles

Co-Interior Angles

Alternate Angles are equal.

We can see from the diagram that $68 °$ $68°$ and $x$ $x$ are alternate angles, which means they are equal

Therefore, $∠ x = 68 °$ $/_ x=68°$

$∠ x = 68 °$ $/_ x=68°$
Question 4 of 5

4. Question
Find the value of $x$ $x$
- $x =$ $x=$ (130) $°$ $°$
Correct

Keep Going!

Incorrect

Alternate Angles

Corresponding Angles

Co-Interior Angles

Corresponding Angles are equal.

We can see from the diagram that $130 °$ $130°$ and $x$ $x$ are corresponding angles, which means they are equal

Therefore, $∠ x = 130 °$ $/_ x=130°$

$∠ x = 130 °$ $/_ x=130°$
Question 5 of 5

5. Question
Find the value of $x$ $x$
- $x =$ $x=$ (112) $°$ $°$
Hint

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Alternate Angles

Corresponding Angles

Co-Interior Angles

Corresponding Angles are equal.

We can see from the diagram that $112 °$ $112°$ and $x$ $x$ are corresponding angles, which means they are equal

Therefore, $∠ x = 112 °$ $/_ x=112°$

$∠ x = 112 °$ $/_ x=112°$