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adelina 88 [10]
3 years ago
9

Geometry. Please help! (will mark brainliest)

Mathematics
2 answers:
AURORKA [14]3 years ago
5 0

Because this triangles is isosceles (AB=AC),∠B=∠C=47⁰.

∠A=180-47-47= 86

∠BAD=∠CAD= y =86/2=43⁰


Δ BAD

Sum of 3 angles = 180⁰

47+43+x=180

x=180-90=90⁰

x=90⁰


x=90⁰, y=43⁰


natima [27]3 years ago
3 0
Here, since the two sides are congruent, angles c and d are equivalent. So, angle b is 47 degrees.

First, we need to find the measure of angle A. The total of all angles in a triangle is 180 degrees. So, looking at the bigger triangle, we can make an equation, knowing that c and d = 47 degrees each.

47 + 47 + a = 180
94 + a = 180
-94 -94

a = 86


Now, we know that angle A is 86 degrees. We can see that angle y is half of angle A, since there is an angle bisector that splits angle A in half. Thus, angle y is half of angle A.

Since angle A is 86 degrees, half (angle y) is 43 degrees.

————————
Y = 43 degrees
————————-

Now we know 2 out of 3 of the angle measures of the smaller triangle on the left. Again, the sum of the angles of the triangle is always 180 degrees. We know that B = 47 like mentioned before, and y = 43 like we just figured out. We can make an equation:

43 + 47 + x = 180
90 + x = 180
-90 -90

x = 90

This even makes sense since angle x appears to be a right angle, and is after our calculations.

————————
X = 90 degrees
————————


Hope this helps! :)
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Answers:

Gabe needs 30 liters of the 50% solution

Gabe needs 30 liters of the 70% solution

Both answers are 30

==================================

Explanation:

We have two beakers, each of which we don't know how much is inside. Let's call this x and y

x = amount of liquid in the first beaker (water+acid)

y = amount of liquid in the second beaker (water+acid)

We're told that the beakers have a 50% solution and a 70% solution of acid. This means that the first beaker has 0.5*x liters of pure acid, and the second beaker has 0.7*y liters of pure acid. In total, there is 0.5x+0.7y liters of pure acid when we combine the two beakers. This is out of x+y = 60 liters total, which we can solve for y to get y = 60-x. We will use y = 60-x later on when it comes to the substitution step

We can divide the total amount of pure acid (0.5x+0.7y liters) over the total amount of solution (x+y = 60) to get the following

(0.5x+0.7y)/(x+y) = (0.5x+0.7y)/60

We want this to be equal to 0.6 because Gabe wants a 60% solution when everything is said and done, so

(0.5x+0.7y)/60 = 0.60

0.5x+0.7y = 0.60*60 .... multiply both sides by 60

0.5x+0.7y = 36

0.5x+0.7( y ) = 36

0.5x+0.7(60-x) = 36 ........ replace y with 60-x (substitution step)

0.5x+0.7(60)+0.7(-x) = 36 .... distribute

0.5x+42-0.7x = 36

-0.2x+42 = 36

-0.2x = 36-42 .... subtract 42 from both sides

-0.2x = -6

x = -6/(-0.2) .... divide both sides by -0.2

x = 30

He needs 30 liters of the 50% solution

Use this x value to find y

y = 60-x

y = 60-30

y = 30

So he needs 30 liters of the 70% solution


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Step-by-step explanation:

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