postillan4
2021-07-13
Answered

To explain: How to construct a triangle that is congruent to $\mathrm{\u25b3}OBT$ .

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Luvottoq

Answered 2021-07-14
Author has **95** answers

Here,

According to SSS congruence criteria, if all the sides of one triangle are congruent to the corresponding sides of other triangle then the two triangles are said to be congruent.

Construct

So,

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Solve the formula for the indicated variable.

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Formula for the volume of a cylinder,

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The circumference of two circles are $12\pi$ and $36\pi$ . Find the ratio of the areas of the circles.

a)$1:3$

b)$1:9$

c)$3:4$

d)$2:5$

a)

b)

c)

d)

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Decide whether enough information is given to prove that the triangles are congruent using the SAS Congruence Theorem.

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Non-geometric way to calculate expected value of breaks?

"A bar is broken at random in two places. Find the average size of the smallest, of the middle-sized, and of the largest pieces."

The author gives what seems like a complicated geometric way of calculating the probabilities. He arrives at the solutions 1/9, 5/18, and 11/18. Is there a simpler, non-geometric way of calculating these probabilities?

"A bar is broken at random in two places. Find the average size of the smallest, of the middle-sized, and of the largest pieces."

The author gives what seems like a complicated geometric way of calculating the probabilities. He arrives at the solutions 1/9, 5/18, and 11/18. Is there a simpler, non-geometric way of calculating these probabilities?

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To construct:

The angle equal to the average of measures of$\mathrm{\angle}A$ and $\mathrm{\angle}B$ .

The angle equal to the average of measures of

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Determine whether the congruence is true or false. $5\equiv 8\text{}mod\text{}3$