aishah288739al56 aishah288739al56
  • 24-02-2024
  • Mathematics
contestada

slove fast as you can please

slove fast as you can please class=

Respuesta :

dashataran
dashataran dashataran
  • 24-02-2024

Answer:

[tex]75^\circ[/tex]

Explanation:

[tex]\mathrm{m\angle7=m\angle9=75^\circ}\ \ \ [\text{Vertically opposite angles are equal in measure.}][/tex]

OR

[tex]\mathrm{m\angle7+m\angle8=180^\circ}\ \ \ \ [\text{Sum of angles in straight line is 180}^\circ.]\\\text{or, m}\angle7+105^\circ=180^\circ\\\text{or, m}\angle7=75^\circ[/tex]

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