Answer:
root x-3 _> 0 is correct
Step-by-step explanation:
Answer:
<h2>
13/14 > 25/28 </h2>
Step-by-step explanation:
Given the inequalities 13/14 > 25/28, 21/25 < 4/9, 5/6>11/12, 4/5< 8/25, in order to know which of the statement is true, we have to simply solve each of the inequality as shown
We will have to convert all then fractions to decimals because It is quite difficult to ascertain the true statement with fraction.
for 13/14 > 25/28
0.93 > 0.89
21/25 < 4/9,
For 0.84< 0.44
This statement is not true because 0.84 us greater than 0.44 not less than 0.44
for 5/6>11/12, this is equivalent to 0.83>0.92. This statement is also false because 0.83 is less than 0.92 not greater than 0.92
For 4/5< 8/25, this is also similar to 0.8<0.32. This statement is also false because 0.8 is greater than 0.32 not less than 0.32
From the above calculation, only 13/14 > 25/28 is the true statement
Answer: 36
Explanation:
h(x) = 4x^2
Find h(3):
Simply plug x = 3 in the function:
h(3) = 4(3)^2
h(3) = 4(9)
h(3) = 36
It doesn't matter HOW you do the division. You can use a calculator,
long division, mental math, short division, a slide rule, a Curta, or an
abacus. Every possible method must deliver the same answer. If it
doesn't, then either you made a mistake using it, or else the method
itself doesn't work.
So I'm not going to tell you what method I'm using.
The decimal equivalent of 3 divided by 11 is
0.2727272727... .
In order to be exactly equal to 3/11, the '27's must keep going forever,
and never end.
If you don't have enough time or space on the paper to write an infinite
string of '27's, then you can write some of them and then stop. The more '27's
you write, the closer your decimal will be to 3/11 , so you can get it as close
as you want. But if you ever stop, then it won't be exactly equal to 3/11 .
