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Marrrta [24]
3 years ago
14

What are irregular vowels controlled by w

Mathematics
2 answers:
frez [133]3 years ago
6 0
Answer: As a Vowel or Consonant The letter is one example of a letter that sometimes acts as a vowel and sometimes as a consonant. The letter is another letter that sometimes acts as a vowel and sometimes a consonant.

The letter is usually a consonant. It is a vowel only when it teams up with an , , or to spell a single sound—as in the words draw, few, and low. So the letter is a vowel only in the two-letter teams , , and .

Everywhere else is a consonant. It is a consonant when it spells the sound it does at the front of way, and it is a consonant when it teams up with and — as in write and who.

Examples
Listen to the sound the is spelling or helping to spell in each of these words. Then determine if it is acting as a vowel or a consonant.

1. In below, the is working in the team and thus is acting as a vowel.

2. In went, the is making the vowel sound and the is not working in an , , or team, so it is acting as a consonant.

1. Listen to the sound the is spelling or helping to spell in each of these words. Then sort the words into the two groups below:


Mama L [17]3 years ago
5 0

Answer:

It is a vowel only when it teams up with an <a>, <e>, or <o> to spell a single sound—as in the words draw, few, and low. So the letter <w> is a vowel only in the two-letter teams <aw>, <ew>, and <ow>. Everywhere else <w> is a consonant

Step-by-step explanation:

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18. h = 14.4

19. h = 4.23

20. h = 15.28

21. h = 11.46

All answers are rounded to two decimal places.

Step-by-step explanation:

18. To find the height if you know all 3 sides. Multiply sides a & b, and divide the product by c.

x = (a * b)/c

x = (18 * 24)/30

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x = 14.4

19. We know that the entire length of the hypotenuse is 27. However, 24 is needed here. That's 8/9 of 27, so 80 degrees is one of the angles. So we need to find the hypotenuse first. That can be done like this: b/sin(β)

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8/1 * 4000000/1313077

32000000/1313077

24.3702388

Now to find the first leg, which will be the height of the entire triangle.

x = √c² - b²

x = √24.3702388² - 24²

x = √593.908539 - 576

x = √17.908539

x = 4.23184818

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20. This one requires similar work to #19, but the hypotenuse of the smaller triangle is x.

20/sin(60)

20/0.8660254

20/1 * 5000000/4330127

100000000/4330127

23.0940109

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11.5470056

î The answer above is leg 2 of the smaller triangle.

x = √10² + 133.333339

x = √100 + 133.333339

x = √233.33339

x = 15.2752525

x = 15.28

21. There is no need to figure out what the height is. The entire triangle is 45-45-90.

x = (√18² + 18²) - 15

x = (√324 + 324) - 15

x = (√648) - 15

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