Answer:
A) (56)^−2
Step-by-step explanation:
(22 + 34)^−2
Parentheses first
22+34= 56
56 ^-2
The length of the rectangular block of land is 98 m.
The perimeter of the rectangular block is given by following formula;
Let l is the length of a rectangular block of land and w is the width of a rectangular block of land.
The width of a rectangular block of land is 2/7 of its length. If it’s perimeter is 252m, find it’s length.
The width of a rectangular block of land is 2/7 of its length.
w = (2/7) l
The width of the rectangular block of land is;
The width of the rectangular block of land is;
Hence, the length of the rectangular block of land is 98 m.
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Answer:
Step-by-step explanation:
the perimeter is : p = 2(x+y)..... x : width y : length
you have the system ; 2(x+y) = 252.......(1)
x = (2/7) y ...........(2)
y > x ....(3)
Substitute x = (2/7) y into (1) and simplifiy and solve for y :
(2/7) y + y = 126
(2y+7y)/7 = 126
9y = 882
y = 98 m ( the length )
Answer: he has 5 groups and 2 remainders
Step-by-step explanation:
17÷ 3= 5 that will be 15
17-15= 2
Answer:
5 groups, 2 remaining
Step-by-step explanation:
17/3=5...2
A.
92 inches
B.
80 inches
C.
73 inches
D.
85 inches
13 14 20 12 7 26 are the #'s