Column -I | Column -II | ||
\[{{a}_{1}}\] | \[x{}^\circ =\_\_\_\_\] | (p) | \[120{}^\circ \] |
\[{{b}_{1}}\] | \[y{}^\circ =\_\_\_\_\] | (q) | \[30{}^\circ \] |
\[{{c}_{1}}\] | \[(x{}^\circ +t{}^\circ )=\_\_\_\_\] | (r) | \[50{}^\circ \] |
\[{{d}_{1}}\] | \[(z-y){}^\circ =\_\_\_\_\] | (s) | \[170{}^\circ \] |
(t) | \[10{}^\circ \] |
A) \[({{a}_{1}}-r),\,\,({{b}_{1}}-p),\,\,({{c}_{1}}-s),\,\,({{d}_{1}}-t)\]
B) \[({{a}_{1}}-{{b}_{1}}),\,\,({{b}_{1}}-{{c}_{1}}),\,\,({{c}_{1}}-{{d}_{1}}),\,\,({{d}_{1}}-{{a}_{1}})\]
C) \[({{a}_{1}}-p),\,\,({{b}_{1}}-r),\,\,({{c}_{1}}-t),\,\,({{d}_{1}}-s)\]
D) None of these
Correct Answer: A
Solution :
\[({{a}_{1}}-r),\,\,({{b}_{1}},P),\,\,({{c}_{1}},s),\,\,({{d}_{1}},t)\]You need to login to perform this action.
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