4. You can determine x by splitting the shaded part of a bar into 3 equal parts. One of these smaller parts is of a bar, because there are 18 of these parts in a whole bar. (You can think of this as having of an amount and taking of it.) :: 18 х 18 To determine x, split each shaded part of the bar into 3 equal parts. One of these split parts is 5 of the whole bar, and 4 of these split parts is of the whole bar. (You can think of this as having of an amount and taking of each fifth.) 15 15 a. Split each part of each bar into 2 equal parts. Use this result to complete the given equations. 3 3 *b. Split each shaded part of each bar into 3 equal parts, and complete the equations. %3D N/3

4. You can determine x by splitting the shaded part of a bar into 3 equal parts. One of these smaller parts is of a bar, because there are 18 of these parts in a whole bar. (You can think of this as having of an amount and taking of it.) :: 18 х 18 To determine x, split each shaded part of the bar into 3 equal parts. One of these split parts is 5 of the whole bar, and 4 of these split parts is of the whole bar. (You can think of this as having of an amount and taking of each fifth.) 15 15 a. Split each part of each bar into 2 equal parts. Use this result to complete the given equations. 3 3 *b. Split each shaded part of each bar into 3 equal parts, and complete the equations. %3D N/3

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

4. You can determine x by splitting the shaded part of a bar into 3 equal parts. One of
these smaller parts is of a bar, because there are 18 of these parts in a whole bar. (You
can think of this as having of an amount and taking of it.)
::
18
х
18
To determine x, split each shaded part of the bar into 3 equal parts. One of these split
parts is 5 of the whole bar, and 4 of these split parts is of the whole bar. (You can think of
this as having of an amount and taking of each fifth.)
15
15
a. Split each part of each bar into 2 equal parts. Use this result to complete the given
equations.
3
3
*b. Split each shaded part of each bar into 3 equal parts, and complete the equations.
%3D
N/3

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