Math, asked by zoya78, 1 year ago

XYZ is a triangle right angled at y, xy=6 cm , angle xyz=30° .find the Length of yz and zx

Answers

Answered by Panzer786

Hiii friend,

It seems to be your question contains some mistake.

It may be XZY = 30° instead of XYZ.

XYZ is a right angled triangle.

In which,

XY = 6 cm

And,

Angle XZY = 30°

XY = Perpendicular = 6 cm

XZ = Hypotenuse

And,

ZY = Base

Therefore,

Tan30° = Perpendicular/Base

1/✓3 = 6/YZ

YZ = 6✓3 cm

And,

Sin 30° = Perpendicular/Hypotenuse

1/2 = 6/XZ

XZ = 12 cm

HOPE IT WILL HELP YOU...... :-)

zoya78: thanks

Ritamsamantaray: tell me one thing its given that the triangle is right angled at y means angley=90°...again it's given angle xyz =30° ..how is it possible?? two measures for one angle

Answered by madhu2rkannan

Answer:

Step-by-step explanation:

Hiii friend,

It seems to be your question contains some mistake.

It may be XZY = 30° instead of XYZ.

XYZ is a right angled triangle.

In which,

XY = 6 cm

And,

Angle XZY = 30°

XY = Perpendicular = 6 cm

XZ = Hypotenuse

And,

ZY = Base

Therefore,

Tan30° = Perpendicular/Base

1/✓3 = 6/YZ

YZ = 6✓3 cm

And,

Sin 30° = Perpendicular/Hypotenuse

1/2 = 6/XZ

XZ = 12 cm

HOPE IT WILL HELP YOU

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