A rectangular poster has an area of 26 square feet. It is 6 and one half feet wide at its base. What is the height of the poster?
Answers
Answered by
1
area of rectangle = base × height
given
base = 6
feet =[tex] \frac{13}{2}
[/tex]
area = 26 square feet
26 =
×height
height=26×
height=4 feet
given
base = 6
area = 26 square feet
26 =
height=26×
height=4 feet
MADHANSCTS:
base = 6[tex] \frac{1}{2} [/tex] feet = [tex] \frac{13}{2} [/tex]
base =13/2 = 6+1/2 feet
Answered by
0
area of rectangular poster = 26 ft²
breadth or width = 6.5 ft
area = L×B
⇒ L = area /B = 26/6.5 = 4 ft
Length or height of the poster = 4 ft
breadth or width = 6.5 ft
area = L×B
⇒ L = area /B = 26/6.5 = 4 ft
Length or height of the poster = 4 ft
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