GIVE THE RECIPROCAL OF THE FRACTIONS BELOW THEN SOLVE FOR ITS PRODUCT. NEED KO P...

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princessdaniella52 @princessdaniella52

October 2022 1 3 Report

GIVE THE RECIPROCAL OF THE FRACTIONS BELOW THEN SOLVE FOR ITS PRODUCT. NEED KO PO NG ANSWER PA BRAINLEST KO PO KAYU ..

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Question

Ask:Give the reciprocal of the fractions below then solve for its product.

1. 1/7 × ? = ?
2. 5/9 × ? = ?
3. 23/11 × ? = ?
4. 13/61 × ? = ?
5. 8/9 × ? = ?

Answer

Reciprocals:

$\huge\bold{{1.}}\huge\bold\red{{ \frac{7}{1} }}$

$\huge\bold{{2.}}\huge\bold\red{{ \frac{9}{5} }}$

$\huge\bold{{3.}}\huge\bold\red{{ \frac{11}{23} }}$

$\huge\bold{{4.}}\huge\bold\red{{ \frac{61}{13} }}$

$\huge\bold{{5.}}\huge\bold\red{{ \frac{9}{8} }}$

To solves

$\huge\bold{{1. \frac{1}{7} \times \frac{7}{1} }} =$

$\huge\bold {{2. \frac{5}{9} \times \frac{9}{5} }} =$

$\huge\bold{{3. \frac{23}{11} \times \frac{11}{23} }} =$

$\huge\bold{{4. \frac{13}{61} \times \frac{61}{13} }} =$
$\huge\bold{{5. \frac{8}{9} \times \frac{9}{8} }} =$

ANSWERS:

$\huge\bold{{1.}}$ $\huge\bold\red{{1}}$

$\huge\bold{{2.}}$ $\huge\bold\red{{1}}$

$\huge\bold{{3.}}$ $\huge\bold\red{{1}}$

$\huge\bold{{4.}}$ $\huge\bold\red{{1}}$

$\huge\bold{{5.}}$ $\huge\bold\red{{1}}$

SOLUTIONS

$\huge\bold{{1. \frac{1}{7} }} \times \frac{7}{1} =$

$\huge\bold{{ = \frac{7}{7} }}$
$\huge\bold{{ = 1}}$

$\huge\bold{{2. \frac{5}{9} \times \frac{9}{5} = }}$

$\huge\bold{{ = \frac{45}{45} }}$

$\huge\bold{{ = 1 }}$

$\huge\bold{{3. \frac{23}{11} \times \frac{11}{23} = }}$

$\huge\bold{{ = \frac{253}{ 253} }}$

$\huge\bold{{ = 1}}$

$\huge\bold{{4. \frac{13}{61} \times \frac{61}{13} = }}$

$\huge\bold{{ = \frac{783}{783} }}$

$\huge\bold{{ = 1 }}$

$\huge\bold{{5. \frac{8}{9} \times \frac{9}{8} = }}$

$\huge\bold{{ = \frac{72}{72} }}$

$\huge\bold{{ = 1}}$

How to multiply?

Just multiply the two denominator and the two numerator , you can simplify the answer if needed.

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