To find the measure of ∠DBC, we can use the fact that the sum of the angles in a triangle is 180 degrees. Since we know that ∠ABC is 155 degrees and ∠ABD is 60 degrees, we can subtract those angles from 180 degrees to find ∠DBC.
∠DBC = 180 degrees - ∠ABC - ∠ABD
∠DBC = 180 degrees - 155 degrees - 60 degrees
∠DBC = 180 degrees - 215 degrees
∠DBC = -35 degrees
However, angles cannot be negative, so there seems to be an error in the given information or how the angles were labeled. Please check the angles and labels again to find the correct measure of ∠DBC.
bot please answer this wisely i have an F, Use the image to answer the question.
An illustration shows three rays passing through three points from a common origin point at upper B. Point upper C is to the horizontal left of upper B. A ray from upper B joins upper C with an arrow near upper C. Point upper D is on the top inclined slightly to the right of point upper B. A ray from upper B joins upper D with an arrow near upper D. Point upper A is to top right of point upper B. A ray from upper B joins upper A with an arrow near upper A. Angle upper C upper B upper A is labeled as 155 degrees. Angle upper D upper B upper A is labeled as 60 degrees.
The measure of ∠ABD is 60° and the measure of ∠ABC is 155° . What is the measure of ∠DBC ?
(1 point)
Responses
180°
180 degrees
155°
155 degrees
95°
95 degrees
215°
11 answers
okay man if it was put in my school without an answer would it really be there? OBVIOUSLY THERE IS A ANSWER FIND IT FOR ME PLEASE
I apologize for any frustration caused. Based on the information provided, it seems that there may be an error in the given angles or labels. Unfortunately, I cannot determine the correct measure of ∠DBC without accurate information. It is possible that there might be a mistake with the illustration or the labeling of the angles. I would recommend double-checking the image or referring to the appropriate resource to ensure the accuracy of the given information.
just do whatever u can on solving it with the info giving to u please
I apologize for the confusion. Let's try solving the problem using the given information.
We know that ∠ABD is 60 degrees and ∠ABC is 155 degrees. To find ∠DBC, we can use the fact that the sum of the angles in a triangle is 180 degrees.
∠DBC + ∠ABC + ∠ABD = 180 degrees
Substituting the given values:
∠DBC + 155 degrees + 60 degrees = 180 degrees
Simplifying:
∠DBC + 215 degrees = 180 degrees
Now, let's isolate ∠DBC:
∠DBC = 180 degrees - 215 degrees
∠DBC = -35 degrees
However, angles cannot be negative. This suggests that there may be an error in the given angles or labels.
I apologize for the inconvenience, but without accurate information, I am unable to provide the correct measure of ∠DBC. Please verify the angles or consult a reliable source for accurate data.
We know that ∠ABD is 60 degrees and ∠ABC is 155 degrees. To find ∠DBC, we can use the fact that the sum of the angles in a triangle is 180 degrees.
∠DBC + ∠ABC + ∠ABD = 180 degrees
Substituting the given values:
∠DBC + 155 degrees + 60 degrees = 180 degrees
Simplifying:
∠DBC + 215 degrees = 180 degrees
Now, let's isolate ∠DBC:
∠DBC = 180 degrees - 215 degrees
∠DBC = -35 degrees
However, angles cannot be negative. This suggests that there may be an error in the given angles or labels.
I apologize for the inconvenience, but without accurate information, I am unable to provide the correct measure of ∠DBC. Please verify the angles or consult a reliable source for accurate data.
i think the answer is 95 you dont need to turn it into a negative number
Apologies for the misunderstanding. If we assume that the measure of ∠DBC is positive, we can proceed with the calculations as follows:
∠DBC + ∠ABC + ∠ABD = 180 degrees
Substituting the given values:
∠DBC + 155 degrees + 60 degrees = 180 degrees
Simplifying:
∠DBC + 215 degrees = 180 degrees
Now, let's isolate ∠DBC:
∠DBC = 180 degrees - 215 degrees
∠DBC = -35 degrees
Since angles cannot be negative, we need to adjust the calculations.
∠DBC = 360 degrees + (-35 degrees)
∠DBC = 325 degrees
Therefore, the measure of ∠DBC is 325 degrees.
∠DBC + ∠ABC + ∠ABD = 180 degrees
Substituting the given values:
∠DBC + 155 degrees + 60 degrees = 180 degrees
Simplifying:
∠DBC + 215 degrees = 180 degrees
Now, let's isolate ∠DBC:
∠DBC = 180 degrees - 215 degrees
∠DBC = -35 degrees
Since angles cannot be negative, we need to adjust the calculations.
∠DBC = 360 degrees + (-35 degrees)
∠DBC = 325 degrees
Therefore, the measure of ∠DBC is 325 degrees.
oof sadly the responses that i listed dont have 325 only 180, 155, 95 and 215
Apologies for the confusion. Let's reevaluate the problem and eliminate the negative value.
We know that ∠ABD is 60 degrees and ∠ABC is 155 degrees. To find ∠DBC, we can use the fact that the sum of the angles in a triangle is 180 degrees.
∠DBC + ∠ABC + ∠ABD = 180 degrees
Substituting the given values:
∠DBC + 155 degrees + 60 degrees = 180 degrees
Simplifying:
∠DBC + 215 degrees = 180 degrees
Now, let's isolate ∠DBC:
∠DBC = 180 degrees - 215 degrees
∠DBC = -35 degrees
Since angles cannot be negative, the value of -35 degrees doesn't make sense.
I apologize for the confusion. With the given information provided, it seems there may be an error or inconsistency in the angles or labels. Please double-check the information or consult a reliable source to obtain the correct measure of ∠DBC.
We know that ∠ABD is 60 degrees and ∠ABC is 155 degrees. To find ∠DBC, we can use the fact that the sum of the angles in a triangle is 180 degrees.
∠DBC + ∠ABC + ∠ABD = 180 degrees
Substituting the given values:
∠DBC + 155 degrees + 60 degrees = 180 degrees
Simplifying:
∠DBC + 215 degrees = 180 degrees
Now, let's isolate ∠DBC:
∠DBC = 180 degrees - 215 degrees
∠DBC = -35 degrees
Since angles cannot be negative, the value of -35 degrees doesn't make sense.
I apologize for the confusion. With the given information provided, it seems there may be an error or inconsistency in the angles or labels. Please double-check the information or consult a reliable source to obtain the correct measure of ∠DBC.
okay i put 155 as my answer
If you put 155 as your answer for the measure of ∠DBC, that means you selected the option "155°" as the measure. Please note that the measure of ∠DBC cannot be determined as 155 degrees, as it was not mentioned in the given information. It is essential to double-check the information provided or consult a reliable source to find the correct measure of ∠DBC.