Explain Whether you can use the zero product Principle to solve ( ×–1 ) ( ×+2) (×–3) =0
Plss Pasagot Po Ng Maayos.
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Explain Whether you can use the zero product Principle to solve ( ×–1 ) ( ×+2) (×–3) =0
Plss Pasagot Po Ng Maayos.
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Answer:
1 ( +1) = 2
2(-2) = 0
0(+3)= 3
3(-4)= -1
So -1 (+5) = 4
At first 1 increase then 2 decrease, 3 increase, 4 decrease at last 5 will increase from the before number
Step-by-step explanation:
This sequence is following a pattern of the starting number being 1. Then, for each number, it is increasing the number by 1, which would be 1 + 1 = 2 as the second number in the pattern.
Then, the next number in the pattern would decrease by the next number in numerical order. This would be 2, thus, 2 - 2 = 0, which would be the third number.
Next, 0 would be increasing by the number next in the numerical sequence, which is 3, and results in 3 being the 4 number in the sequence.
For -1 to be the 5th number in the pattern, 3 would then be decreased by 4.
With all that in mind, the next number would have to increase by 5, resulting in the number 4. This is due to the pattern being increasing, then decreasing and every time, the number that the current number increases or decreases by, goes up by 1 integer value.