Respuesta :
Since you're painting the sides of the cube, you will need the equation for the surface area of a cube, which is [tex]SA = 6s^{2} [/tex], where SA = surface area and s = length of an edge of the cube.
You're told that the edge length, s = 2cm. Plug this into the equation for surface area:
[tex]SA = 6s^{2}\\ SA = 6 (2\:cm)^{2} \\ SA = 6 (4\:cm^{2} )\\ SA = 24 \:cm^{2}[/tex]
The surface area that will be painted is 24 cm².
You're told that the edge length, s = 2cm. Plug this into the equation for surface area:
[tex]SA = 6s^{2}\\ SA = 6 (2\:cm)^{2} \\ SA = 6 (4\:cm^{2} )\\ SA = 24 \:cm^{2}[/tex]
The surface area that will be painted is 24 cm².
The correct answer is: [B]: " 24 cm² " .
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Formula for the "Surface Area", "A" , of a cube:
A = 6 a² ;
in which "a" = edge length = " 2 cm " .
A = 6 * (2 cm)²
A = 6 * 2² * cm² ;
A = 6 * 4 * cm² ;
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→ A = 24 cm² ; which is: Answer choice: [B]: " 24 cm² " .
_____________________________________________________
____________________________________________________
Formula for the "Surface Area", "A" , of a cube:
A = 6 a² ;
in which "a" = edge length = " 2 cm " .
A = 6 * (2 cm)²
A = 6 * 2² * cm² ;
A = 6 * 4 * cm² ;
_____________________________________________________
→ A = 24 cm² ; which is: Answer choice: [B]: " 24 cm² " .
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