Answer:
1- P(-0.47 < z < 0.47) = 0.63836
Step-by-step explanation:
Here, we want to get the answer to;
1-P ( -0.47 < z < 0.47)
Mathematically, we are going to use the standard normal distribution table for this
Let us try to evaluate;
P(-0.47 < z < 0.47)
Mathematically, that will be;
P (z < 0.47) - P(z < -0.47)
where P (z < -0.47) = P( z > 0.47)
so we have
P(-0.47 < z < 0.47) = P(z < 0.47) - P(z > 0.47)
So we have this using the standard normal distribution table as follows;
0.68082 - 0.31818 = 0.36164
Now, we can insert this in the earlier expression of;
1- P(-0.47 < z < 0.47)
= 1-0.36164 = 0.63836
Please give credit to Adetunmbiadekunle, who wrote this answer and do not mark me brainliest.
Each day of earning $140 on the day, the tenth day you will earn 1,400
$140x10
Long Diagonal AD = Square Root (2•Side² + 2•Side² • cos(A) )
Long Diagonal AD = <span>Square Root (2*14^2 + </span><span>2*14^2 * cos(60) )
</span><span><span>Long Diagonal AD = Square Root (</span> 392 + 392*.5)
</span>Long Diagonal AD = <span>Square Root (392 + 196)
</span>Long Diagonal AD = Square Root (588)<span>
Long Diagonal AD = </span><span><span><span>24.248711306
</span>
</span>
</span>
<span>
Short Diagonal BC = Square Root (2•Side² - 2•Side² • cos(A) )
</span><span>Short Diagonal AD = Square Root ( 392 - 392*.5)
</span><span>Short Diagonal AD = Square Root ( 392 - 196)
</span>Short Diagonal AD = Square Root (196)
<span>Short Diagonal AD = 14
</span>
Answer:
-19 5/6 > -20 1/6
-19 5/6 is greater than -20 1/6. The smaller the negative number, the greater it is compared to bigger negative numbers.
