The two diagonals divide the parallelogram into four triangles. If I can prove that the two triangles opposite one another are congregant.
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What is diagonal?</h3>
The lines which connect the two opposite corners of any quadrilateral is called diagonal.
The two diagonals divide the parallelogram into four triangles. If I can prove that the two triangles opposite one another are congregant. then the corresponding sides of those two triangles must be congregant.
These corresponding sides will help show that the lengths of the line segments on either side of the point of intersection are equal, proving bisection.
To prove triangle congruency, I can use the properties of the angles formed when parallel lines are cut by a transversal and that opposite sides of the parallelogram are congregant.
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You need to use the order of operations to solve this, which is PEDMAS; however, there is no real order of if division should come before multiplication or vice versa, so you do it in the order it appears in the problem. This is true for addition and subtraction as well.
-8 / -2 = 4
4 • 6 = 24
5+24 = 29
Your answer is 29
A) 7 SECTION ARE IN GREEN
B)16 HAVE STRIPES
Step-by-step explanation:
picking 3 consonants and 2 vowels when 5 letters are picked (without replacement) from a set of alphabet tiles.
There are 26 letters in alphabet
number of consonants = 21 and number of vowels = 5
We need to pick 3 consonants from 21 consonants
Probability of picking 1 consonant from 26 alphabets = 21/ 26
after picking 1 consonant then number of consonant becomes 20
Probability of picking second consonant from 25 alphabets = 20/ 25
Probability of picking third consonant from 24 alphabets = 19/ 24
We need to pick 2 vowels from 5 vowels
Probability of picking 1 vowel from remaining 23 alphabets = 5/ 23
Probability of picking second vowel from remaining 22 alphabets = 4/ 22
Now multiply all the probabilities
= 0.02022
