Ask a New Question

Asked by Miguelina

Solving By Factoring:
The length of the side of a large square is 1 cm less than twice the length of the of the side of a smaller square. The area of the large square is 33cm^2 more than the area of the small square. Find the length of the sides of the two squares.

Please show work!!!
10 years ago

Answers

Answered by Steve
(2x-1)^2 = x^2 + 33
4x^2-4x+1 = x^2+33
3x^2-4x-32 = 0
(3x+8)(x-4) = 0
...
10 years ago

Related Questions

Solving By Factoring Help me with these problems. 2x(2x+1)=2 5x^2+34x=7 Please show work I wan... Solving By Factoring 7p^2-50p=-7 Please show work for I could learn. Solving By Factoring 6x^2-13x=-6 (x-8)(x-5)=x 4x(x-6)-x(x-2)=-24 Please show work I want t... Solving By Factoring 4x(x-6)-x(x-2)=-24 Please show work!!! Solving By Factoring (x-8)(x-5)=x Please show work!!!! Solving By Factoring 2x(2x+1)=2 Please show work!!! Use 3.14 as pi. 100 is the length and 60 is the width. Alex wants to cut out as many circular badge... What should be the overall length of a typical cover letter? A. one paragraph B. two pag... 10 yd, 8yd, b What is the length of the missing leg? If necessary, round to the nearest tenth. b=_... What should be the overall length of a typical cover letter? (1 point) Responses one paragrap...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use