In the equation 3x+4=13, the 4 and 13 are called what?
2 answers:
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A <em>parallelogram</em> is a <u>quadrilateral</u> in which opposite <u>sides</u> are <em>equal</em>, and the opposite <em>angles</em> sum up . Thus, the <em>measures</em> of the <u>two</u> different <em>angles</em> in the question are 70° and 110° i.e option D.
A <em>parallelogram</em> is a <u>quadrilateral</u> in which opposite <u>sides</u> are <em>equal</em>, and the opposite <em>angles</em> sum up . It has four straight <u>sides</u> and can be classified as a <u>quadrilateral</u>.
Thus from the given question, we have:
(6n − 70)° + (2n + 10)° =
8n - 60 =
8n = + 60
8n = 240
n =
=
n =
So that,
i. (6n − 70)° = (6[30] − 70)°
= 180 - 70
=
ii. (2n + 10)° = (2[30] + 10)°
= 60 + 10
=
Therefore, the <em>measures</em> of the two different <u>angles</u> are 70° and 110°. Option D.
For more clarifications on angles in a parallelogram, visit: brainly.com/question/28001957
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Answer:
For n=6, the given vectors will be collinear.
Step-by-step explanation:
Collinear vectors are the vectors which lie on the same line or parallel lines. In order to find if two vectors are collinear, their ratio is found. If the ratio is same for all unit vectors then the vectors are collinear.
Given
The ratio of first unit vectors is:
In order for the vectors to be collinear the other ratio should also be 1/3
Writing it mathematically
Hence,
For n=6, the given vectors will be collinear.