

Answers: 1
Answers

Answer from: brianneaudreyvuy
Length = (3a–5)cm
Perimeter = (16a–12)cm
Step-by-step explanation:
Area = Length x Width
(15a²–28a+5)cm² = (5a-1)cm x Length
Length = (15a²–28a+5)cm / (5a-1)
= (5a–1)(3a–5)cm / (5a-1)
Length = (3a–5)cm
Perimeter = Sum of the polygon's sides' measures
= Length + Width + Length + Width
= 2(Length + Width)
= 2[ (3a–5)cm + (5a-1)cm ]
= 2[ 3acm–5cm+5acm–cm ]
= 2[ 8acm–6cm ]
= 2[ 8a–6 ] cm
Perimeter = (16a–12)cm


Answer from: saintjohn
Step-by-step explanation:
W = 5a + 1
Area = LW = 15a² + 28a + 5 cm
Missing: Length
Solution:
Factor the area
(5a + 1)(3a + 5)
Since W = 5a + 1;
Length must be = 3a + 5
Perimeter = 2L + 2W
= 2(3a+5) + 2(5a+1)
= 6a + 10 + 10a + 2
= 16a + 12
Length = 3a + 5 cm
Perimeter = 16a + 12 cm
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