The sides of a square are increased by a scale factor of 6. The perimeter of the smaller square is 10 ft. What is the perimeter of the larger square?
Is 60 Ft Correct?
Yes, 60 feet
Don't cheat guys
and also NOt ALL students have the same answers on their test!
Some one is incorrect stamped he is.
To determine the perimeter of the larger square after increasing the sides by a scale factor of 6, we need to first calculate the new side length of the larger square.
The original side length of the smaller square is 10 ft.
The scale factor is 6.
Therefore, the new side length of the larger square is 10 ft * 6 = 60 ft.
To find the perimeter of a square, we multiply the side length by 4.
So, the perimeter of the larger square is 60 ft * 4 = 240 ft.
Therefore, the correct perimeter of the larger square is 240 ft, not 60 ft.
are u right
is this right
answeres for connexus? O.O
And here's all the answers to Unit 6 test:
C
C
B
B
C
D
D
A
C
C
B
B
C
A
B
C
17: cross multiply
10/16 = w/112
16w = 1120
W=70
Striped golf balls = s
112-70= 42
18.
V (12,4)
W (-4,8)
X (-6,-4)
Y (6,-10)
19. They are not similar because none of the coordinates would divide or multiply to get the larger number. Example: take 2.4ft and multiply 3 you will get 7.2. Again, take 2.4ft and multiply 4 and you will get 9.4
20. Yes, they are equivalent. 4 x 21= 84
6 x 14= 84
The CORRECT answers are...
1)C
2)C
3)B
4)D
5)C
6)B
7)C
8)B
9)C
10)D
11)B
12)D
13)B
14)B
15)B
16)C
I got a low grade because of that...