7 + 4j ≥ 31
If we move the 7 to the other side by subtracting 7 from both sides
7 - 7 + 4j ≥ 31 - 7
4j ≥ 24
Now we can divide both sides by 4 to find j on its own
(4j) / 4 ≥ (24) / 4
j ≥ 6
To check
7 + (4 x 6) ≥ 31
So j ≥ 6
Remember that we need to keep the j ≥ 6. The sign remains the same unless we divide both sides by a negative number in which case it switches but we have not done this.
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β 13y agowhat is the smallest prime number that is greater than 50
31
31
31 37
29 and 31.
x is greater than or equal to 5.
5x + 6 = 31 5x = 31 - 6 5x = 25 x = 5 So the equation is equal.
11, 17 and 31
f+5 greater than or equal to 31
4
-65 + 31 31 - 65 -34
-8x <= -56 so x => 7
-13
No. 31 is smaller than 31.59 is.
.60 is greater than .31
what is the smallest prime number that is greater than 50
fifteen sixteenths, and an infinity of other numbers less than one as well as the infinity of numbers greater than or equal to one.