What is 8.89 rounded to the nearest tenth
Answers
There is .Tenths hundreths and so on behind the decimal they skip ones
~Riley
4 or less let it rest 5 or more raise the score that how I remember it
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Answers
0.144×125= 18
Answers
You justify a step the same way you decided to go through with it:
Remember a rule, axiom, postulate, theorem, or corollary you learned
that says it's a legal thing to do.
Like if you thought of erasing one of the terms in an equation because
that would make the rest of the equation easier to work with, you would
not do that, because no book or teacher ever said that it was legal.
Or if you thought of adding 42 to both sides of an equation, you could
do that, because you learned that "If equals are added to equals, then
the results are equal". Then later, if anybody ever asked you why you
could do that, or asked you to justify your step, you'd tell them the same
statement.
Answers
13/4*4/1
52/4
13
13 times 1/4 can go into 3 1/4
1D=1/4
2D=2/4
3D=3/4
4D=4/4 (1)
5D=1 1/4
6D=1 2/4
7D=1 3/4
8D=1 4/4 (2)
9D=2 1/4
10D=2 2/4
11D=2 3/4
12D=2 4/4 (3)
13D=3 1/4
the answer is 13.
B (-2,0)
C (0,2)
D (2,4)
Answers
Answer:
Option C is correct .i.e., ( 0 , 2 )
Step-by-step explanation:
We are given with a graph.
To find: Interval of local maximum
We can clearly see from graph that there is only one point of maximum.
Point of maximum is ( 1.55 , 10.8 )
Option A:
Interval is ( -3 , -2 ) means x > -3 & x < -2
but this interval does not contain x-coordinate of point of Maximum.
Thus, this option is incorrect
Option B:
Interval is ( -2 , 0 ) means x > -2 & x < 0
but this interval does not contain x-coordinate of point of Maximum.
Thus, this option is incorrect
Option C:
Interval is ( 0 , 2 ) means x > 0 & x < 2
Here, this interval contain x-coordinate of point of Maximum.
Thus, this option is correct
Option D:
Interval is ( 2 , 4 ) means x > 2 & x < 4
but this interval does not contain x-coordinate of point of Maximum.
Thus, this option is incorrect
Therefore, Option C is correct.
C it contains the highest y value
Answers
log 25 = log 5^2 = 2log 5 = 2(0.6990) = 1.398
I assume that the question is missing log(5).
log(5) = 0.6990
We can factor out log(25) using 5.
log(25) = log(5^2)
Rewrite it using the power rule [ ]
log(5^2) = 2 log(5)
Simplify using the given values.
2(0.6990)
1.3980
Therefore, log(25) = 1.3980
Best of Luck!