B & C
This problem is made harder by you failing to actually give us the equation that you were given. But it's possible to look at the 4 options and see what 2 options are basically the same problem, which should be the solution to the actual problem which you failed to give us the equation to.
<span>A. Mike spends a hour reading every night before bed. How many hours does Mike spend reading before bed in 6 days?
Answer to this is 6.
B. Alice has 6 yards of ribbon. She uses yard of ribbon for each package she’s wrapping. How many packages can Alice wrap?
Answer to this is 6.
C. A cup of milk is used for every serving in a recipe. How many servings can be made with 6 cups of milk?
Answer to this is 6
D. Charlie spent of his savings on 6 equally priced admission tickets to the zoo. What fraction of his savings did Charlie spend on each ticket?
Answer to this is 1/6.
So we can eliminate option D as a valid choice. Leaving options A, B, and C. Looking closely you can think of option A as being "what's 1 times 6?". But both options B and C can be looked at like "if it takes 1 of a resource to do X and you have 6 of that resource, how many X can you do?" which is basically the same question. So B & C match. Therefore B & C is your answer.
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Answer:
AAA (Angle Angle Angle) Proving that the angles are the same (Or of the same ratio if diluted), if this is true, the two figures are similar.
SSS (Side Side Side) Proving all the sides are the same size (Or again of the same ratio) also proves similarity.
SAS (Side Angle Side) If two sides and the angle in between are the same, then the triangles are similar.
Step-by-step explanation:
EX)
Triangle A has sides 10, 5, and 12
Triangle B has sides 20, 10, and 24
The relationship is the same between both triangles, just that the sides are multiplied by 2. This is SSS
If Triangle A has two sides 5 and 10 with an angle of 25 degrees, then Triangle B must have that same angle alongside those two sides, or at least a consistent ratio if diluted. Proof SAS
If Triangle A and B have the same angles, they are similar.
will be the answer.
Step-by-step explanation:-
If the altitude to the hypotenuse of a right-angled triangle bisects the hypotenuse, then we can know that the triangle is <u>Isosceles </u><u>right </u><u>t</u><u>r</u><u>iangle.</u> (AB=AC)
Make AB=AC=2, so,
BC== =
Prime factorizing, we get,
BC =
Take two 2's outside by taking common because of "square" root,
⇢BC =
BD = DC = ,
AD = = =
So, AD=BD=CD= BC
∴⇢
Read more about hypotenuse altitude question;
brainly.com/question/3160811