THIS USER ASKED 👇
Multiply 5×2(2×2 + 13x − 5)
THIS IS THE BEST ANSWER 👇
10x ^ 4 + 65x ^ 3-25x ^ 2 that is if you want Simplification
Step by step explanation:
Apply the distribution property.
5x ^ 2 (2x ^ 2) + 5x ^ 2 (13x) + 5x ^ 2 * -5
Rewrite using the commuting property of the multiplier.
5 * 2 (x ^ 2x ^ 2) + 5x ^ 2 (13x) + 5x ^ 2 * -5
Rewrite again similar to previous step.
5 * 2 (x ^ 2x ^ 2) + 5 * 13 (x ^ 2x) – 25x ^ 2
Multiply -5 by 5
5 * 2 (x ^ 2x ^ 2) + 5 * 13 (x ^ 2x) – 25 x ^ 2
Simplify each term.
Multiply x ^ 2 by x ^ 2 by adding the displays.
5 * 2x ^ 4 + 5 * 13 (x ^ 2x) – 25x ^ 2
Multiply 5 by 2.
10x ^ 4 + 5 * 13 (x ^ 2x) – 25x ^ 2
Multiply x ^ 2 by x by adding the displays.
10x ^ 4 + 5 * 13x ^ 3 – 25x ^ 2
Multiply 5 by 13.
10x ^ 4 + 65x ^ 3 – 25x ^ 2
Leave a Reply