The ratio would be 3:1
2 dozen= 24 so the ratio would be 24:8 but both numbers are divisible by 8
Answer:
Ian's pattern: 15, 31, 63, and 127.
Nicole's pattern: 485, 1457, and 4373.
Have a nice rest of your day :)
Answer:
Yes your friend is correct.
Step-by-step explanation:
This can become very complex when trying to explain but essentially, opposite angles like angle 4 and 6 or the 103 degree and angle 2 would have the same angle measurement. Since angle 2 and 6 are on the same straight line with lines a and b being parallel, we know that that angle 2 and 6 are equal. Since we know that angle 2 and the 103 degree angle are equivalent, we can conquer that angle 6 equals 103 degrees.
Answer: " \frac{1}{4} gal /hr ; or, write as: " 0.25 gal/hr. " .
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Step-by-step explanation:
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This is a "unit rate" problem;
that is: we want to solve for a particular quantity per [single] unit.
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→ in this case, per single "hour" ;
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So we convert:
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" 2 gal per 8 hours" ; to the correct number of:
_?_ gal per [single] hr.
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{<u>Note</u>: "gal" refers to: "gallon(s)" ;
"hr" refers to: "hour(s)" .}.
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→ " ![\frac{2 gal}{ 8 hr} = [\frac{2}{8}]](https://tex.z-dn.net/?f=%5Cfrac%7B2%20gal%7D%7B%208%20hr%7D%20%3D%20%5B%5Cfrac%7B2%7D%7B8%7D%5D)
gal / hr. " ;
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→ " { 
[2÷2] / [8÷2] = 1/4 ;
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So, the answer is:
→ " 
" ;
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or: write as decimal:
→ " 
= (1 ÷ 4) = 0.25 " ;
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write the answer as:
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→ " 0.25 gal/hr. "
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Or, when we had:
→ "2/8" gal/hr ;
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Use calculator:
→ " 
= "2 ÷ 8" ;
= " 0.25 gal/ hr.
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So: The correct answer is:
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" \frac{1}{4} gal /hr ; or, write as: " 0.25 gal/hr. " ;
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Hope this is helpful to you!
Best wishes in your academic endeavors—
and within the "Brainly" community!
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Answer:
Step-by-step explanation:
1=5-4+3-2-1;
2=(5-4+3-2)*1;
3=((5+4)/3) * (2-1);
4=(5+4-3-2)*1;
5=5*(4-3)*(2-1);
6=5-4+(3*2)-1;
7=5+4-3+2-1;
8=(5+4-3+2)*1;
9=5+4+3-2-1;
10=5+4+(3-2)*1;
11=5+4+3-2+1;
12=(5+4-3)*(2*1);
13=((5+4-3)*2)+1;
14=(5+4+3+2)*1;
15=5+4+3+2+1;
16=5+4+(3*2)+1;
17=5+(4*3)*(2-1);
18=5+(4*3)+2-1;
19=(5*4)-3+(2*1);
20=(5*4)-3+2+1;
21=(5*4)+3-(2*1);
22=(5*4)+3-2+1;
23=(5*4)+3*(2-1);
24=(5*4)+3+2-1;
25=(5*4)+3+(2*1);
26=(5*4)+3+2+1;
27=(5*4)+(3*2)+1;
28=5+(4*3*2)-1;
29=5+(4*3*2*1);
30=5+(4*3*2)+1;
31=((5*4*3)/2)+1;
32=5*(4+3)-2-1;
33=5*(4+3)-(2*1);
34=5*(4+3)-2+1;
35=5*(4+3)*(2-1);
36=5*(4+3)+2-1;
37=5*(4+3)+(2*1);
38=5*(4+3)+2+1;
(no equation for 39);
40=5*(4+3+2-1)
