Identify the Quadrant for the Angle Satisfying the Following Conditions$4 \tan ^ { 2 } 0 ^ { \circ } - 5 \sin ^ { 2 } 180 ^ { \circ } + 6 \csc ^ { 2 } 270 ^ { \circ }$

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The Answer of Identify the Quadrant for the Angle Satisfying the Following Conditions$4 \tan ^ { 2 } 0 ^ { \circ } - 5 \sin ^ { 2 } 180 ^ { \circ } + 6 \csc ^ { 2 } 270 ^ { \circ }$

Identify the Quadrant for the Angle Satisfying the Following Conditions $4 \tan ^ { 2 } 0 ^ { \circ } - 5 \sin ^ { 2 } 180 ^ { \circ } + 6 \csc ^ { 2 } 270 ^ { \circ }$

Definitions:

Identify the Quadrant for the Angle Satisfying the Following Conditions 4tan⁡20∘−5sin⁡2180∘+6csc⁡2270∘4 \tan ^ { 2 } 0 ^ { \circ } - 5 \sin ^ { 2 } 180 ^ { \circ } + 6 \csc ^ { 2 } 270 ^ { \circ }4tan20∘−5sin2180∘+6csc2270∘

Definitions:

Identify the Quadrant for the Angle Satisfying the Following Conditions $4 \tan ^ { 2 } 0 ^ { \circ } - 5 \sin ^ { 2 } 180 ^ { \circ } + 6 \csc ^ { 2 } 270 ^ { \circ }$