Question

Math question under question cut

Answer 1

❃
`\large \tt \:E\: X \: P \: L \: A \: N \: A\: T \: I \: O \: N :`

✧ Firstly, Here are some questions whose answers should be known before solving this problem !

❊ Do ya know what the figure is ?

⇾ We're given the figure of parallelogram.

✑ Do ya know about the formula used to find out the area of parallelogram ?

⇾ Yuh!
`\boxed{ \text{Area \: of \: parallelogram = \sf{base \: ( \: b \: ) × \: height(h)}}}`

♕ Do ya know what the base and height is in the given parallelogram ?

• Base =
  `21 (1)/(5)` yd & height =
  `22 (1)/(2)` yd

☃ What should be done to convert mixed number such as
`5 (1)/(2)` into improper fraction ?

⇾ To convert mixed number into improper fraction , you n eed to multiply whole number and denominator and add it to numerator and the denominator remains the same. To convert
`5 (1)/(2)` into improper fraction , follow these steps :

• 
  `5 (1)/(2) = (5 * 2 + 1)/(2) = \boxed{ (11)/(2) }`

♨ What should be done to multiply any two fractions ?

⇾ To multiply one fraction by another , multiply the numerators for the numerator , multiply the denominators for its denominator and reduce the fraction obtained after multiplication into lowest term if required.

☂ Okey! Questions ends up here. Now , let's get started for solving ! Plug the values and then simplify !

⤑
`\large \tt \: 21 (1)/(5) * 22 (1)/(2)`

⤑
`\large{ (21 * 5 + 1)/(5) * (22 * 2 + 1)/(2)}`

⤑
`\large{ (106)/(5) * (45)/(2)}`

⤑
`\large{ (106 * 45)/(5 * 2)}`

⤑
`(4770)/(10)`

⤑
`\boxed{\large{ \tt477 \: {yd}^(2) }}`

`\large{ \boxed{ \boxed{ \tt{↬ \: Our \: Final \: Answer : \boxed{ \tt{477 \: {yd}^(2) }}}}}}`

✺
`\large{ \tt{STUDY \: TIP}}:`

• For maths revision , the best way to do well is to practice , practice and practice. Do as many problem sets and past papers as possible. ♪

☄ Hope I helped! ♡

✎ Have a wonderful day / night ! ☥

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