In the figure, $L, M a n d N$ are respectively the mid-points of sides $A B, B C a n d A C$ of $△ A B C$ .
$B R$ is $______$ corresponding to the side $A C$

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Solution

In the figure,
$B R$ is perpendicular drawn from the vertex $B$ of the triangle to the opposite side $A C$
and we know that,
An altitude of a triangle is the perpendicular drawn from any vertex of the triangle to the opposite side.
Hence, $B R$ is an altitude corresponding to the side $A C$

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In the figure, L,MandN are respectively the mid-points of sides AB,BCandAC of △ABC. BR is______ corresponding to the side AC

In the figure,BR is perpendicular drawn from the vertex B of the triangle to the opposite side ACand we know that,An altitude of a triangle is the perpendicular drawn from any vertex of the triangle to the opposite side.Hence, BR is an altitude corresponding to the side AC

In the figure, $L, M a n d N$ are respectively the mid-points of sides $A B, B C a n d A C$ of $△ A B C$ .
$B R$ is $______$ corresponding to the side $A C$

In the figure,
$B R$ is perpendicular drawn from the vertex $B$ of the triangle to the opposite side $A C$
and we know that,
An altitude of a triangle is the perpendicular drawn from any vertex of the triangle to the opposite side.
Hence, $B R$ is an altitude corresponding to the side $A C$