Respuesta :

Cathenna

Answer:

[tex] \boxed{\sf Height \ of \ parallelogram \ (h) = 8.4 \ cm} [/tex]

Given:

Area of parallelogram (A) = 31.5 cm²

Base of parallelogram (b) = 3.75 cm

To Find:

Height of parallelogram (h)

Step-by-step explanation:

Area of parallelogram (A) = Base (b) × Height (h)

31.5 = 3.75 × h

h × 3.75 = 31.5

h = [tex] \sf \dfrac{31.5}{3.75} [/tex]

h = 8.4 cm

FadedElla

Answer:

[tex] \boxed{ \rm{h = 8.4 cm}}[/tex]

GiveN:

  • Area of the parallelogram = 31.5 cm²
  • Base = 3.75 cm

To FinD:

  • Height of the parallelogram...?

Step-by-step explanation:

Area of the parallelogram can be find by using the formula of base × height because a parallelogram is made up of two triangles.

  • Area of ||gm = Base × Height

⇛ 31.5 cm² = 3.75 cm × h

⇛ h = 31.5 cm² / 3.75 cm

⇛ h = 8.4 cm

Thus, the height of the ||gm is 8.4 cm

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