All answers that are right
select alll legnths that cn make a triangle
lk so remember
longest side must be less than the sum of the measures of the other 2 sides
in other words, side1+side2>longest side
A. no longest side, so this is possible
B. longest is 17, 14+11>17 so it is possible
C. 414 is longest, 109+214<414 so this is NOT possible
D. 8 is longest, 2+7>8 so it is a possible triangle
E. 26 is longest, 8+15<26 so it is not possible
poassible triangles are A,B,D
Answer:
29 and 20 are such integers.
Step-by-step explanation:
Let one of the two integers = m
let other integer = n
Now, since sum of two integers = 49
⇒ m + n = 49 ............ (1)
The difference of two integers = 9
⇒ m - n = 9 ................ (2)
Solving both the equations:
Add equations (1) and (2) , we get
2 m = 58
or, m = 58 / 2 = 29
or, m = 29
So, one of the integers = m = 29
Now, the other integer is n = 49 - m = 49 - 29 = 20
or, n = 29
Hence, 20 and 29 are such integers.
9-36=-3(6+3)
-27=-18-9
-27=-27
A experiment because he has a question to test and he can use observations and everything like that to test a question
