Answer:
sum of area of the squares of sides '3a' and '3b' will be 9 ( a² + b² )
Step-by-step explanation:
given that :
there are two squares ,
side length of a first square is 3a
side length of a second square is 3b
area of first square is (side)² = (3a)² = 9a²
area of second square = (3b)² = 9b²
sum of area of two given squares is (9a² + 9b² )
sum of area of the squares of sides 3a and 3b will be 9 ( a² + b² )
Answer is 9(A²+B²)
Area of square with side 3A = 9A²
Area of square with side 3B = 9B²
Sum of the Area = 9A² + 9B² = 9(A²+B²)
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Verified answer
Answer:
sum of area of the squares of sides '3a' and '3b' will be 9 ( a² + b² )
Step-by-step explanation:
given that :
there are two squares ,
side length of a first square is 3a
side length of a second square is 3b
area of first square is (side)² = (3a)² = 9a²
area of second square = (3b)² = 9b²
sum of area of two given squares is (9a² + 9b² )
sum of area of the squares of sides 3a and 3b will be 9 ( a² + b² )
Answer is 9(A²+B²)
Area of square with side 3A = 9A²
Area of square with side 3B = 9B²
Sum of the Area = 9A² + 9B² = 9(A²+B²)