Solution : The value of Cosec 0 degrees is equal to \(\infty\) or not defined. Proof : \(\angle\) A is made smaller and smaller in the right \(\Delta\) ABC till it becomes zero. As \(\angle\) A gets smaller and smaller the length of the side BC decreases. The point C gets closer to the point B …
Solution : The value of Sec 0 degrees is equal to 1. Proof : \(\angle\) A is made smaller and smaller in the right \(\Delta\) ABC till it becomes zero. As \(\angle\) A gets smaller and smaller the length of the side BC decreases. The point C gets closer to the point B and finally …
Solution : The value of Cot 0 degrees is equal to \(\infty\) or not defined. Proof : \(\angle\) A is made smaller and smaller in the right \(\Delta\) ABC till it becomes zero. As \(\angle\) A gets smaller and smaller the length of the side BC decreases. The point C gets closer to the point B …
Solution : The value of Tan 0 degrees is equal to 0. Proof : \(\angle\) A is made smaller and smaller in the right \(\Delta\) ABC till it becomes zero. As \(\angle\) A gets smaller and smaller the length of the side BC decreases. The point C gets closer to the point B and finally when …
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Solution : The value of Cos 0 degrees is equal to 1. Proof : \(\angle\) A is made smaller and smaller in the right \(\Delta\) ABC till it becomes zero. As \(\angle\) A gets smaller and smaller the length of the side BC decreases. The point C gets closer to the point B and finally when …
Solution : The value of sin 0 degrees is equal to 0. Proof : \(\angle\) A is made smaller and smaller in the right \(\Delta\) ABC till it becomes zero. As \(\angle\) A gets smaller and smaller the length of the side BC decreases. The point C gets closer to the point B and finally …
Definition : Two triangles are congruent if two sides and the included angle of one triangle are equal to the two sides and the included angle of the other triangle. This is Known as SAS Congruency. For given two triangles, AB = XZ , \(\angle\) A = \(\angle\) X and AC = XY, then using …
Definition : If in two right triangles the hypotenuse and one side of one triangle are equal to the hypotenuse and one side of the other triangle, then the two triangles are congruent. This is Known as RHS Congruency. For given two right angle triangles, hypotenuse AC = hypotenuse XZ , BC = YZ and …
What is RHS (Right angle Hypotenuse Side) Congruence Rule ? Read More »
Definition : If three sides of one triangle are equal to the three sides of another triangle, then the two triangles are congruent. This is Known as SSS Congruency. For given two triangles, AB = XZ , AC = XY and BC = YZ, then using SSS rule, \(\Delta\) ABC ≅ \(\Delta\) XYZ. Similar Questions …
Definition : Two triangles are congruent if any two pairs of angles and one pair of corresponding sides are equal. This is Known as AAS Congruency. For given two triangles, \(\angle\) A = \(\angle\) X and \(\angle\) C = \(\angle\) Y, AB = XZ , then using AAS rule, \(\Delta\) ABC ≅ \(\Delta\) XYZ. Similar Questions …
What is AAS (Angle Angle Side) Congruence Rule ? Read More »
