1.) if m<1=43 what is m<4?
a: 53
b: 43
c: 37
d: 47
2.) if m<1=55 what is m<5?
a: 55
b: 40
c: 35
d: 25
3.)if m<4=25 wht is m<8?
a: 105
b: 75
c: 175
d: 25
Having no diagrams to consult, no help can be given.
It wont let me upload it ugh
that is correct. So, you will have to describe things in detail, or provide a url for the diagram.
Note that the real url is disabled, so you will have to be crafty. inserting some spaces or using the word "dot" might help.
To determine the value of m<4 and m<8 based on the given angle m<1, we need to understand the relationships between angles in a triangle and on a straight line.
1.) If m<1 = 43 degrees, we know that the sum of the angles in a triangle is 180 degrees. Since we only have one angle (m<1), we can assume that the angle m<4 is equal to 180 - 43 = 137 degrees. Therefore, the answer is option d: 47.
2.) If m<1 = 55 degrees, we can use the concept of corresponding angles formed by a transversal cutting two parallel lines. In this case, we can deduce that m<5 is also equal to 55 degrees. Therefore, the answer is option a: 55.
3.) If m<4 = 25 degrees, we need to consider the relationship between angles on a straight line. When two straight lines intersect, the adjacent angles formed are supplementary, meaning they add up to 180 degrees. In this case, m<4 and m<8 are adjacent angles. Therefore, m<8 must be equal to 180 - 25 = 155 degrees. Therefore, the answer is option a: 105.