Keala is making a new book cover before giving their favorite picture book to their little brother. The cover is 22(1)/(4)cm tall. It has a rectangular shape and an area of 890cm^(2). How wide across is Keala's book cover? ◻ cm

Define width: Let w be the width of the book cover. Area of a rectangle is given by the formula Area = length * width.Calculate area: Given area of the book cover: 890 cm^2. Given length of the book cover: 22 1/4 cm or 22.25 cm. Substitute the given values into the area formula. 890 = 22.25 * wSubstitute values: Solve for w. w = 890 / 22.25 w = 40 cm

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Keala is making a new book cover before giving their favorite picture book to their little brother. The cover is 22(1)/(4)cm tall. It has a rectangular shape and an area of 890cm^(2).
How wide across is Keala's book cover?

◻ cm

Keala is making a new book cover before giving their favorite picture book to their little brother. The cover is $22\frac{1}{4}\,\text{cm}$ tall. It has a rectangular shape and an area of $890\,\text{cm}^2$ . $\newline$ How wide across is Keala's book cover? $\newline$ $\square \,\text{cm}$

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Q. Keala is making a new book cover before giving their favorite picture book to their little brother. The cover is

22\frac{1}{4}\,\text{cm}

tall. It has a rectangular shape and an area of

890\,\text{cm}^2

\newline

How wide across is Keala's book cover?

\newline

\square \,\text{cm}

Define width: Let $w$ be the width of the book cover. $\newline$ Area of a rectangle is given by the formula $\text{Area} = \text{length} \times \text{width}$ .
Calculate area: Given area of the book cover: $890 \, \text{cm}^2$ . Given length of the book cover: $22 \frac{1}{4} \, \text{cm}$ or $22.25 \, \text{cm}$ . Substitute the given values into the area formula. $890 = 22.25 \times w$
Substitute values: Solve for $w$ . $w = \frac{890}{22.25}$ $w = 40 \, \text{cm}$