Answer:
4.46
Step-by-step explanation:
The formula for diameter (Yes, diameter, stick with me here.) is d = c/π. Plug in your circumference; d = 28/π, which equals 8.912676813 rounded to the nearest billionth. The formula for radius is d/2. So, 8.91267813/2 is 4.456338407 (rounded to the nearest billionth) generally, you are supposed to round to the nearest hundredth. Unless the question says otherwise, the 6 rounds the 5 up, leaving you with 4.46 as the final answer.
Four-sixths greater-than one-half
Nine-elevenths < 1
Three-eighths
Eight-sixteenths greater-than one-half
Answer:
THE ANSWR IS THAT THREE FIFTHS
Step-by-step explanation:
Answer:
all but the last one
Step-by-step explanation:
this is because 8/16 simplified is 1/2
Answer:
The answer is the fourth option: 9 mm^3
Step-by-step explanation:
6/2=3
4/2=2
3/2=1.5
3*2*1.5=9
Answer:
The answer is the fourth option: 9 mm^3
Step-by-step explanation:
6/2=3
4/2=2
3/2=1.5
3*2*1.5=9
Answer:
Alright well solve for b by simplifying both sides of the equation, then isolating the variable
Exact form: b = 29/11
Decimal form: b = 2.63 Well Hope this helps :)
Step-by-step explanation:
About how much more did it snow last week than this week?
A.
about 4.0 inches
B.
about 3.5 inches
C.
about 3.3 inches
D.
about 3.2 inches
Rounding the snowfall from last week and this week to the nearest tenth results in a total of 11.2 inches last week and 7.9 inches this week. The difference, or how much more it snowed last week than this week, is 3.3 inches.
Last week, it snowed 4.32 inches on Monday and 6.86 inches on Tuesday. When you round these to the nearest tenth, they become 4.3 inches and 6.9 inches respectively. Therefore, the total snowfall last week was 4.3 inches + 6.9 inches = 11.2 inches.
This week it snowed 7.89 inches. When we round it to the nearest tenth, it becomes 7.9 inches.
Now to figure out how much more it snowed last week than this week, we subtract the snowfall of this week from the total snowfall of last week, which is 11.2 inches - 7.9 inches = 3.3 inches. So, it snowed about 3.3 inches more last week than this week.
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