What are the dimensions of the vertical cross section shown on this right rectangular prism show. Below
Answers
Answer:
C
Step-by-step
The 12 inch dimension is at right angles to the face in question. Any answer with 12 is incorrect.
A B and D are all wrong for that reason.
So the answer must be C. The 5 and 4 are both parallel to the cross sectional face
Answer:
C. 5 in. times 4 in.
Step-by-step explanation:
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9x + 22 < 58
How many additional meals can Andrew buy this weekend?
A.
x < 22
B.
x < 9
C.
x < 36
D.
x < 4
Answers
9x<36
x<4
D.
Hope this helps.
Answers
a) 23
ECH=x+5, 23+5=28, ECH=28
b)28
HCD=3x-7, 3(23)-7, 69-7=62 HCD=62
c)62
GCF & ECH are vertical angles, GCF=28
d) 28
ECF=180, 180-28(GCF)=152, ECF=152
e) 152
DCF=90, 90+28(GCF)=118
f) 118
6x + 11 = 10x - 9
subtract 11 and 10 from both sides to get
-4x = -20 then divide that by negative 4 whicg will get you x=5 then plug in
6(5)+11=44
27. Answer 18
9x-4=158 since bisect means cut into 2 equal pieces so abd and dbc equal 79, add 4 to get 162 then divide by 9 to get x=18
29. Answer 28
2h+6+h=90
(____)
this part represents G
complementary angles are two angles that add up to 90, so subtract 6 from 90 and add the variables to get 3h=84 then divide by 3
H = 28 to check you can plug 28 into the equation
Answers
20 × 4/1
= 80
Answers
Answer:
3
Step-by-step explanation:
Answers
Answer:
Step-by-step explanation:
Normal
245÷4=61.25
Estimated
245÷5=49
Answers
Answer: p=4a
Step-by-step explanation: EXAMPLE The area of a rectangle is length times width. Since a square's length is equal to its width, a square's area is equal to the length of one side times itself. So, reversed, the square root of the square's area gives the length of one side. In this case, the square root of 36 square centimeters is 6 centimeters. Again, since all four sides of a square are the same, its perimeter is equal to the length of one side times four. For a square with one side equal to 6 centimeters, the perimeter equals 24 centimeters. hope this helps