In this speech that was made by the American president, the effect of repeating the word great shows that
- It stresses a positive idea and invigorates the audience.
<h3>Summary of the speech by Roosevelt</h3>
The summary of this speech was how the farmers of the US have helped in feeding a lot of people during the war in the country and around the world.
He used the word great to show his respect for the farmers and the good things that they do.
Read more on the union speech here:
brainly.com/question/12344036
-I usually close all my electronics except my computer, so that I can use it for research purposes
-Drink a glass of fresh cold water
- have a snack nearby
- De stress
-Get things out of the way, like if you have to do chores, do those first so you dont have anything to worry about
-Get a good pen. This is sososo important to me. If i write good, I can understand what i'm writing and its just really really recommended to get a good pen/pencil (:
-Take breaks. Every 30 minutes studying, you get a 5-7 minute study break.
-Study at the same time everyday. Your mind will get used to it and will actually be enjoyable in the future!
-Set goals. Dont try to cram everything in one day!
Good luck
x
Atoms have the same number of positively charged protons as they do <span>negatively charged </span>electrons, causing the atom to be neutral
Answer:
7) x = 9°
8) x = 5°
9) x = 10°
10) x = 12°
Explanation:
7) By the angle subtended at the center is twice the angle subtended at the circumference, we have;
∠JLM = ∠JKV = 55°/2 = 27.5°
Similarly;
∠JML = ∠JVK = (18·x + 13)/2 = 9·x + 6.5
By exterior angle theory, we have;
13·x - 2 = 27.5 + 9·x + 6.5 = 9·x + 34
13·x - 9·x = 34 + 2 = 36
4·x = 36
x = 36/4 = 9
x = 9°
8) By the theorem angle formed on the outside of the circle by a tangent and a secant is equal to the difference of the arcs formed in between by the intercept of the tangent and the secant and the circle multiplied by half
Therefore;
8·x + 8 = (1/2) × (170° - (15·x - 1))
8·x + 8 = 85° - 7.5·x + 1/2
8·x +7.5·x = 85° - 8 + 1/2 = 77.5°
15.5·x = 77.5
x = 77.5°/15.5 = 5°
x = 5°
9) ∠TEU = ∠TWV = 175°/2 = 87.5°
∠TUU = ∠TYV = (5·x - 5)/2 = 2.5·x - 2.5
115° = 87.5° + 2.5·x - 2.5 = 90° + 2.5·x
2.5·x = 115° - 90° = 25°
x = 25°/2.5 = 10°
x = 10°
10) The measure of the intercepted arc formed by a chord is equal to twice the measure of the angle the chord forms with a tangent it intersects at the tangent point;
21·x + 18 = 2 × (The supplementary angle to ∠STU)
The supplementary angle to ∠STU = 180° - 45° = 135°
∴ 21·x + 18 = 2 × 135° = 270°
21·x = 270 - 18 = 252
x = 252/21 = 12
x = 12°.
