GMAT Math : Calculating whether right triangles are congruent
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Example Question #282 : Geometry
A right triangle has a height of 
In order for two triangles to be congruent, they must be identical. That is, the lengths of the corresponding sides of two congruent triangles must be equal. This means that in order for a triangle to be congruent to one with a height of 
Example Question #283 : Geometry
A given right triangle has a base of 
None of the above.
In order for two right triangles to be congruent, the bases and heights must have identical lengths. Since we have a given right triangle with a base of 
Example Question #3 : Calculating Whether Right Triangles Are Congruent
A given right triangle has a height of 
None of the above.
In order for two right triangles to be congruent, the hypotenuses and acute angles must be identical. Since we have a given right triangle with an acute angle of 
Example Question #4 : Calculating Whether Right Triangles Are Congruent
A given right triangle has a base of 
None of the above.
In order for two right triangles to be congruent, the bases and heights must have identical lengths. Since we have a given right triangle with a base of 
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