Sorry I submitted before finishing my input.
Arrange the terms of the polynomial in ascending powers of b.
25db^5-7dm+3b^10-6db^6
Am I correct? Please help?
My answer is:
25b^5d-7dm+3b^10-6b^6d=3b^10-6b^6d+25b^5d-7dm
To arrange the terms of the polynomial in ascending powers of b, you need to reorder the terms based on the exponent of b.
Given the polynomial: 25db^5 - 7dm + 3b^10 - 6db^6
Start by identifying the terms with the highest exponent of b (in this case, b^10) and write it first.
Next, identify the terms with the next highest exponent of b (in this case, b^6) and write it second.
Then, write the terms with the next highest exponent of b (in this case, b^5).
Finally, write any constant terms without b (in this case, -7dm).
Applying this process to the given polynomial, the terms arranged in ascending powers of b are:
3b^10 - 6db^6 + 25db^5 - 7dm