Mathematics

Grade9

Easy

Question

What is the measure of $angle L K G$ ?

100⁰
80^o
90^o
60^o

hint Hint:

To find $angle$ LKG in the given figure we need to have $angle$ KGN so that we can find the required angle with the help of consecutive interior angle. Also $angle$ KGN is vertically opposite angle of $angle$ HGI which are equal.

The correct answer is: 80^o

The measure of $angle L K G$ is 80 $degree$ .

APQ, $angle K G N equals angle H G I equals 100 degree$ (vertically opposite angles)
$L J parallel to N I comma space M H space i s space t h e space t r a n s v e r s a l S o comma space angle L K G plus angle K G N equals 180 degree left parenthesis c o n s e c u t i v e space i n t e r i o r space a n g l e right parenthesis space rightwards double arrow space space space space space angle L K G plus 100 degree equals 180 degree rightwards double arrow space space space space space space space space space space space space space space space space space space space angle L K G equals 180 degree minus 100 degree rightwards double arrow space space space space space space space space space space space space space space space space space space space angle L K G equals 80 degree$

A neon sign is shown below. Are the top and the bottom of the Z parallel? How the given angles are related.

MathematicsGrade9

Grade9

Mathematics

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What is the measure of ?

100080o90o60o

To find LKG in the given figure we need to have KGN so that we can find the required angle with the help of consecutive interior angle. Also KGN is vertically opposite angle of HGI which are equal.

The correct answer is: 80o

The measure of is 80.APQ, (vertically opposite angles)

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What is the measure of $angle L K G$ ?

100⁰
80^o
90^o
60^o

To find $angle$ LKG in the given figure we need to have $angle$ KGN so that we can find the required angle with the help of consecutive interior angle. Also $angle$ KGN is vertically opposite angle of $angle$ HGI which are equal.

The correct answer is: 80^o

When EF intersects AB and CD, the measure of $angle E P A$ is ________.

When EF intersects AB and CD, the measure of $angle E P A$ is ________.

The measure of $angle B C D$ is _________.

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How are $angle H K N$ and $angle A B E$ related to each other?

How are $angle H K N$ and $angle A B E$ related to each other?

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Find $angle D A C$ .

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The angles $angle D W B$ and $angle T Z R$ are ________.