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The tail of a Boeing 747 is
63(2)/(3) feet tall. How many inches tall is the tail?
convert
63(2)/(3) reet 10 inches:
63(2)/(3)×12= 764 inches. The tail of a boeing
Write and solve an equation to convert 0.38 meter to centimeters.
Copyright O SAWAS Leaming Company LLC. All Rights Resened.

$12$ . The tail of a Boeing $747$ is $63 \frac{2}{3}$ feet tall. How many inches tall is the tail? $\newline$ convert $63 \frac{2}{3}$ reet $10$ inches: $63 \frac{2}{3} \times 12=$ $764$ inches. The tail of a boeing $\newline$ $13$ . Write and solve an equation to convert $0$ . $38$ meter to centimeters. $\newline$ Copyright O SAWAS Leaming Company LLC. All Rights Resened.

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Scale drawings: word problems

Full solution

Q.

12

. The tail of a Boeing

747

is

63 \frac{2}{3}

feet tall. How many inches tall is the tail?

\newline

convert

63 \frac{2}{3}

reet

10

inches:

63 \frac{2}{3} \times 12=

764

inches. The tail of a boeing

\newline

13

. Write and solve an equation to convert

0

.

38

meter to centimeters.

\newline

Copyright O SAWAS Leaming Company LLC. All Rights Resened.

Convert to Improper Fraction: Convert the mixed number $63\frac{2}{3}$ feet to an improper fraction to simplify the calculation. $63\frac{2}{3}$ feet can be written as $\frac{63 \times 3 + 2}{3}$ feet, which equals $\frac{189 + 2}{3}$ feet, or $\frac{191}{3}$ feet.
Convert Feet to Inches: Since there are $12$ inches in a foot, we can convert feet to inches by multiplying the number of feet by $12$ . So, we multiply rac{191}{3} feet by $12$ inches/foot to find the height in inches. rac{191}{3} imes 12 = 191 imes 4 = 764 inches.
Convert Meter to Centimeters: Now, let's solve the second part of the problem, which is to convert $0.38$ meter to centimeters. $\newline$ We know that $1$ meter is equal to $100$ centimeters.
Convert Meter to Centimeters: Now, let's solve the second part of the problem, which is to convert $0.38$ meter to centimeters. $\newline$ We know that $1$ meter is equal to $100$ centimeters.Write the equation to convert meters to centimeters. $\newline$ $0.38$ meters $*$ $100$ centimeters/meter = $x$ centimeters.
Convert Meter to Centimeters: Now, let's solve the second part of the problem, which is to convert $0.38$ meter to centimeters. $\newline$ We know that $1$ meter is equal to $100$ centimeters.Write the equation to convert meters to centimeters. $\newline$ $0.38$ meters $\times 100$ centimeters/meter $= x$ centimeters.Solve the equation by performing the multiplication. $\newline$ $0.38 \times 100 = 38$ centimeters.

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