Each number is decreasing by 3. The next numbers in the sequence would be -18, -21, -24, -27, -30.
6, 15, 24, 33, 42, 51, 60
You can use equations to solve this: x multiplied by 24 = 3.6 24 24 (Divide by 24) x .15 Divide by 100 Your answer is 15% Hope I helped (I might have misunderstood your question we just learned this in Pre-Algebra so I'm not 100% sure)
150/240 is one equivalent fraction. 1500/2400 is another.
174-150 = 24
There are many possible answers. One possible rule is: Un = (3n4 - 18n3 + 69n2 - 54n + 120)/8 for n 1, 2, 3, ...
240/150 is one such.240/150 is one such.240/150 is one such.240/150 is one such.
Oh, what a delightful sequence of numbers you have there! It looks like each number is increasing by multiplying by a certain number. Let's see, if you multiply 15 by 1.6, you get 24. Then, if you multiply 24 by 1.75, you get 42. Continuing this pattern, if you multiply 42 by 1.857, you get 78. And finally, if you multiply 78 by 1.923, you get 150. Happy little math!
Each number is decreasing by 3. The next numbers in the sequence would be -18, -21, -24, -27, -30.
-150/240, -15000/24000
you add 10 to each number in the series of three. If you break the pattern into groups of three you will see 8-14-5 then 18-24-15 then 28-34. . . so 8+10=18+10=28, 14+10=24+10=34, 5+10=15+10=25, so continuing the pattern would be starting at 28: 28-34-25-38-44-35-48-54-45. . .
6, 15, 24, 33, 42, 51, 60
What percent of 24 is 150, written as an equation: P * 24 = 150Solve for P = 150/24 = 6.25 which is 625%
You can use equations to solve this: x multiplied by 24 = 3.6 24 24 (Divide by 24) x .15 Divide by 100 Your answer is 15% Hope I helped (I might have misunderstood your question we just learned this in Pre-Algebra so I'm not 100% sure)
There are infinitely many possible rules. One such is: Un = (-45n6 + 993n5 - 8385n4 + 33895n3 - 66930n2 + 59192n - 15360)/240 for n = 1, 2, 3, ...
150/240 is one equivalent fraction. 1500/2400 is another.
174-150 = 24