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in a figure AB =5( root 3 cm DC = 4cm BD = 3 cm than tan it's
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in a figure AB =5( root 3 cm DC = 4cm BD = 3 cm than tan it's Related...
Given Information:
We are given a figure where AB = 5√3 cm, DC = 4 cm, and BD = 3 cm.

Objective:
To find the value of tan(angle BDC).

Solution:
To find the value of tan(angle BDC), we first need to determine the measure of angle BDC.

Step 1: Identify the information given in the figure.
- AB = 5√3 cm
- DC = 4 cm
- BD = 3 cm

Step 2: Analyze the figure to find the angle BDC.
From the given figure, we can see that triangle BDC is a right-angled triangle. Therefore, angle BDC is the angle opposite to the side BD.

Step 3: Use the information to find the value of angle BDC.
In a right-angled triangle, the tangent of an angle is defined as the ratio of the length of the opposite side to the length of the adjacent side.

In triangle BDC, the length of the opposite side is BD = 3 cm, and the length of the adjacent side is DC = 4 cm.

Therefore, tan(angle BDC) = BD/DC = 3/4.

Step 4: Simplify the expression.
tan(angle BDC) = 3/4.

Step 5: Final Answer.
The value of tan(angle BDC) is 3/4.
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in a figure AB =5( root 3 cm DC = 4cm BD = 3 cm than tan it's Related: Math Past Year Paper with Solution - 2019, Class 10?
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