What is the value of x?A. 75ºB. 95c. 35°D 105

Mathematics

2 answers:

Zolol [24]3 years ago

7 0

You need to use the Triangle Sum Theorem where the sum of the three interior angles in a triangle is always 180 degrees.

So, we were given two angle measurements, and with that we can find x so that it’s equal to 180:

180 - (70 + 35) =
180 - 105 =
75 degrees

Hope this helps :)

MrRissso [65]3 years ago

7 0

The answer would be A)

70+35=105

180-105=75

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Question 1

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The equality of the respective angles and the proportionality of the corresponding sides determine if two triangles are comparable.

Triangle A: 53, 71, Triangle B: 53, 71; Similar

Triangle C: 90, 37, Triangle D: 90, 53; Similar

Triangle E: 63, 45 Triangle F:14, 71; Not similar

Triangle G, 121, Triangles H: 70, Not similar

If two of one triangle's angles are congruent with two of the

angles of a different triangle, then the two triangles are comparable.

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Given that: The interior product of the AA similarity hypothesis

The angle sum property of a triangle states that the angles of a triangle are 180°,

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Based on the AA similarity postulate, the triangles are similar.

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Triangles H: 70, not identical to Triangle G's 121,

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1 year ago

A) 20 milligrams of the drug lincomycin is to be given for each kilogram of a person's weight the drug is be mixed with 250 cc o

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PLEASE HELP!!!! 20 POINTS!!

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Sit tight, this is gonna be long!! =P

Also, for this answer, I'm assuming that the 'expressway' mentioned in your question is the top horizontal line. (In fact, that must be the expressway, since there would be no other way to solve the problem)

Okay, let's get started.
For starters, GY = 16 ft. That much is given to us in the question. GY's equivalent is BX, which is 10 ft. When the angles are mirrored like they are across the 'expressway' in this problem, they do not change, so we only need to put the dimensions to scale. If we divide 10 / 16, we see that the scale-down factor is .625, or 62.5%. With this information, we can find the length of XW.

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Well, let me tell you.

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