Math

QuestionRearrange the equation 5p2+2p35 p^{2}+2 p-3 in order of increasing powers of pp.

Studdy Solution

STEP 1

Assumptions1. The given quadratic equation is 5p+p35p^ +p -3 . We need to arrange the terms in ascending order of the powers of the variable pp

STEP 2

The given quadratic equation is 5p2+2p5p^2 +2p -. The powers of pp in this equation are2,1, and0 (for the constant term -).

STEP 3

To arrange the equation in ascending order of the powers of pp, we start with the term with the lowest power of pp, which is the constant term -3 (since p0p^0 is1, any constant can be thought of as being multiplied by p0p^0).

STEP 4

Next, we write the term with the next higher power of pp, which is 2p2p (since p1p^1 is pp).

STEP 5

Finally, we write the term with the highest power of pp, which is 5p25p^2.

STEP 6

Putting these together, the quadratic equation arranged in ascending order of the powers of pp is 3+2p+5p2-3 +2p +5p^2.
So, the quadratic equation 5p2+2p35p^2 +2p -3 arranged in ascending order of the powers of pp is 3+2p+5p2-3 +2p +5p^2.

Was this helpful?

Studdy solves anything!

banner

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

ParentsInfluencer programContactPolicyTerms
TwitterInstagramFacebookTikTokDiscord