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Question

Question
Drag equivalent fractions into the correct boxes.
Three models are shown. The first model is labeled three-fourths and shows 4 equal-sized rectangles, with 3 of the 4 rectangles colored green. The second model shows is labeled one-third and shows 3 equal-sized rectangles, with one of the rectangles colored green. The third model is labeled four-sixths and shows 6 equal-sized rectangles, with 4 of the rectangles colored green.

(1 point)
Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse.
34

13

46

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Answer 1

To match the equivalent fractions given in the models, we can analyze the fractions represented:

1. Three-fourths (3/4): This is represented by 4 equal parts with 3 of them colored green.
2. One-third (1/3): This is represented by 3 equal parts with 1 of them colored green.
3. Four-sixths (4/6): This is represented by 6 equal parts with 4 of them colored green.

Now, let's identify the equivalent fractions:

• Three-fourths (3/4) and Four-sixths (4/6) are equivalent fractions. This is because if you simplify 4/6 by dividing both the numerator and the denominator by 2, you get 2/3.
• One-third (1/3) does not have any equivalent fractions among the options given.

Now, placing them in the correct boxes:

• Three-fourths (3/4) ↔ Four-sixths (4/6)
• One-third (1/3) ↔ No equivalent.

Here is how you should place them:

• In the box for Three-fourths (3/4), place 34 (3/4).
• In the box for Four-sixths (4/6), place 46 (4/6).
• One-third (1/3) does not have an equivalent fraction from the listed options.

So the answer will be:

• Place 34 in the box for Three-fourths (3/4).
• Place 46 in the box for Four-sixths (4/6).
• Leave the box for One-third (1/3) empty as it has no equivalent shown here.