State whether true or false:
The number of cuts to be made on the ray AX to divide a line segment in the ratio m:n if only one ray were to be used is m+n.

True

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False

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Solution

The correct option is A
True

The number of cuts to be made on the ray AX to divide a line segment in the ratio m:n, if only one ray were to be used is m+n.

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Similar questions

The number of cuts to be made on the ray AX to divide a line segment in the ratio m:n if only one ray were to be used is m+n.

State whether true or false:
At least 2 rays need to be constructed to divide a line segment in a given ratio

State whether true or false:
The line segment AB can be divided in a ratio only if the given ratio is less than 1.

A line segment $A B$ is divided in the ratio $m : n$ where $m$ and $n$ are co-prime, using a single ray $A X$ . The number of arcs to be drawn on $A X$ is _____.

State whether true or false:
To divide a line segment, the constructed ray must be at an obtuse angle to the line segment.

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State whether true or false: The number of cuts to be made on the ray AX to divide a line segment in the ratio m:n if only one ray were to be used is m+n.

The correct option is A True The number of cuts to be made on the ray AX to divide a line segment in the ratio m:n, if only one ray were to be used is m+n.

State whether true or false:
The number of cuts to be made on the ray AX to divide a line segment in the ratio m:n if only one ray were to be used is m+n.

The correct option is A
True

The number of cuts to be made on the ray AX to divide a line segment in the ratio m:n, if only one ray were to be used is m+n.