+0

# If x is an integer that 9>x>2, what is the greatest value of 5x+11?

-1
51
7
+-65

If x is an integer that 9>x>2, what is the greatest value of 5x+11?

Apr 14, 2021

#1
+180
0

If x is an integer that 9>x>2, what is the greatest value of 5x+11?

Well we want to find the biggest value of x in this inequality which is 8.

Then, we plug in the eight to 5x+11 which will become 5(8) + 11

= 40 + 11 = 51

Apr 14, 2021
#3
-2

Ok, so what is: The product of three consecutive integers is 990. What is their sum?

Guest Apr 14, 2021
#4
+180
+1

Ok, so what is: The product of three consecutive integers is 990. What is their sum?

The product of the three consecutive integers is 990

990= 9x10x11

Mathdory  Apr 14, 2021
#5
-1

yeah, but what is: How many of the smallest, non-overlapping triangular regions are there in Figure 4 of the sequence whose first three figures are shown?

Guest Apr 14, 2021
#2
+28
+1

So basically you want to make x as large as possible, which is 8, and plugging in the values gets you 5(8)+11, which simplifies to 40+11=51.

Apr 14, 2021
#6
-1

yeah, but what is ..........

(im a different guest btw)

Apr 14, 2021