Find answers to the following- Write and indicate how you solveIs dfrac -5-9- equal to dfrac -4-5-

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Toppr Admin · Accepted Answer

-dfrac- 5-9- -dfrac-4-5-160- -160- - -dfrac-5 -times5-45- -dfrac-4 -times 9-45-160- -160- -160- -160- -160- -160-LCM-9- 5- - 45-160- -160- - -dfrac-25-45- -dfrac-36-45-Since- -dfrac-25-45- -8800- -dfrac-36-45-So- -dfrac-5-9- -8800- -dfrac-4-5-

Find answers to the following. Write and indicate how you solve
Is $$\dfrac {5}{9}$$ equal to $$\dfrac {4}{5}$$

$$\dfrac{ 5}{9}, \dfrac{4}{5}$$

$$ = \dfrac{(5 \times5)}{(45)}$$,$$ \dfrac{(4 \times 9)}{(45)}$$
$${LCM(9, 5) = 45}$$

$$= \dfrac{25}{45}, \dfrac{36}{45}$$

Since, $$\dfrac{25}{45} ≠ \dfrac{36}{45}$$

So, $$\dfrac{5}{9} ≠ \dfrac{4}{5}$$

Find answers to the following. Write and indicate how you solveIs $$\dfrac {5}{9}$$ equal to $$\dfrac {4}{5}$$

$$\dfrac{ 5}{9}, \dfrac{4}{5}$$ $$ = \dfrac{(5 \times5)}{(45)}$$,$$ \dfrac{(4 \times 9)}{(45)}$$ $${LCM(9, 5) = 45}$$ $$= \dfrac{25}{45}, \dfrac{36}{45}$$Since, $$\dfrac{25}{45} ≠ \dfrac{36}{45}$$So, $$\dfrac{5}{9} ≠ \dfrac{4}{5}$$

Find answers to the following. Write and indicate how you solve
Is $$\dfrac {5}{9}$$ equal to $$\dfrac {4}{5}$$

$$\dfrac{ 5}{9}, \dfrac{4}{5}$$

$$ = \dfrac{(5 \times5)}{(45)}$$,$$ \dfrac{(4 \times 9)}{(45)}$$
$${LCM(9, 5) = 45}$$

$$= \dfrac{25}{45}, \dfrac{36}{45}$$

Since, $$\dfrac{25}{45} ≠ \dfrac{36}{45}$$

So, $$\dfrac{5}{9} ≠ \dfrac{4}{5}$$