Login or Sign Up

Ask a New Question

A piece of wire was used to make 3similar squares, each of side 3.5 cm.What was the lenght of the wire?

Each square uses 4x3.5 = 14 cm of wire.

Multiply that by 3 for three of them, since they are all the same.

14 x 3 = ___?

Similar Questions

A 100 inch piece of wire is cut into two pieces. Each piece of wire is used to make a square wire frame. Let x be the length of

Top answer: The two pieces are of length x and 100-x Since a square has four equal sides, A(x) = (x/4)^2 + Read more.
A piece of wire x cm long is to be cut into two pieces, each bent to make a square. The length of a side of one square is 15

Top answer: x = 4s + 4(15s) = 4s+60s = 64s A = (4s)^2 + (60s)^2 = (4x/64)^2 + (60x/64)^2 = 113/128 x^2 Read more.
A piece of wire 24 cm long is cut into two pieces and each piece is bent to form a square . Find the lenght of each piece of

Top answer: if the squares have side x and y, 4x+4y=24 y = 6-x area = x^2+y^2 = x^2 + (6-x)^2 = 2x^2 - 12x + 36 Read more.
A piece of wire x cm long is to be cut into two pieces, each to bent to be a square. the length of a side of one square is to be

Top answer: I think you read "nine times" as "nine tenths". Also, the sum of the perimeters is x. In that case, Read more.
A 100 inch piece of wire is divided into 2 pieces and each piece is bent into a square. How should this be done in order of

Top answer: Let one piece to shape the first square be 4x, then let the other piece be 4y 4x + 4y = 100 x+y = 25 Read more.
PLS HELPMatt is cutting quilt squares measuring 3 inches on each side. He wants to use them to make a rectangular wall hanging

Top answer: First, we need to convert the dimensions of the wall hanging to inches so we can compare it to the Read more.
Matt is cutting quilt squares measuring3 inches on each side. He wants to use them to make a rectangular wall hanging measuring

Top answer: Making sense of your typing: "Matt is cutting quilt squares measuring 3 inches on each side. He Read more.
A box with an open top is to be made from a square piece of cardboard by cutting equal squares from the corners and turning up

Top answer: Okay, so im not understanding how you went from V'(x)=(12-2x)²+2x(12-2x)(-2) to V'(x)=12(x²-8)... Read more.
A box with an open top is to be made from a square piece of cardboard by cutting equal squares from the corners and turning up

Top answer: yes, the zero derivative can be either a maximum or a minimum If x = 6, we have the minimum, in fact Read more.
A piece of wire 20 ft long is cut into two pieces so that sum of the squares of the length of each piece is 202 Sq ft. Find the

Top answer: Set x = length of one piece . The length of the second piece is 20 - x . x^2 + ( 20 - x )^2 = 202 Read more.