6r-23r+20
put it in terms
Answers
so
6+(-23)=-17
the answer is
-17r+20
= - 17r + 20
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Answers
The correct answer is:
30 + 6 + 0.1 + 0.04.
Explanation:
We write numbers in expanded form using place value.
3 is in the tens place; this makes its value 30.
6 is in the ones place; this makes its value 6.
1 is in the tenths place; this makes its value 0.1.
4 is in the hundredths place; this makes its value 0.04.
Together we find the sum:
30 + 6 + 0.1 + 0.04.
36.14 = (3 x 10) + (6 x 1) + (1/10) + (4/100)
and the expanded form with decimals is:
36.14 = 30+6+0.1+0.04
Answers
Answer:
Lateral Surface Area: 56 in²
Total Surface Area: 81 in²
Step-by-step explanation:
To find the lateral surface area, all we need to do is find the surface area for one of the lateral faces and then multiply it by 4.
Now the area of all the lateral faces:
14*4=56
The total surface area is the lateral area plus the base.
56+(5*5)=56+25=81
Answers
The correct answer is 100000/7 %
How to solve the problem?
The given percentage of xis 25% of 104
x =
x = 26
7= 10% of y
7=10/100*y
Therefore , y = 70
Now, (n+y-x)(n+y-x) = % of y
(56+70-26)(56+70-26)= 100*100
= 10000 = % of y
let % be m %
10000= m / 100*y
10000= m/100*70
m = 100000/7%
Learn more about percentage here
#SPJ2
Answers
Answer:
75% of the tea is caffeinated
Step-by-step explanation:
100 = 25 25 25 25
40 = 10 10 10 10 = 75 25
therefore if 40 = 100% then subtract 25% from 40 and you get 30 or 75%
Answer:
75% HAS CAFINEEEEE
Step-by-step explanation:
Answers
Cubic = Volume, we can square root this 3 times to get ONE possible number that could be multiplied to make the volume
One possible height for the line could be, 10.16 inches (2 DP)
Answers
There are 3 local maxima and minima. These are the points that are the highest and lowest points respectively within a given region of the graph. In other words, they are the hill and valley points. In general, a shorthand way of saying "maxima and minima" is to simply say "extrema"
There are 2 inflection points. This is because there is a concave up region followed by a concave down region, then after that is a concave up region. Each change from concave down to up, or vice versa, introduces an inflection point in between.
There are 4 branches to this curve, so the degree is most likely 4. Even degree functions have both endpoints aimed in the same direction.