Question

Find the fourth proportional to 33,44,66
plz give ans in full detail ​

Answer 1

Step-by-step explanation:

Answer:-

Given that:-

• 1st proportional is 33
• 2nd proportional is 44
• 3rd Proportional 66
• Let x be the 4th proportional.

Concept:-

Ratio and Proportion

Let's Solve!

As they are in Ratio, we can write it as:-

$\sf{\dfrac{33}{44}}$ = $\sf{\dfrac{66}{x}}$

Now, we will cross multiply.

$\sf{33 \ x = 44 \times \ 66}$

$\sf{\dfrac{66 \times 44}{33} = x}$

$\sf{\dfrac{2\times 44}{1} = x}$

$\sf{88= x}$

So, 88 is the 4th Proportion and the required Amswer.

Answer 2

Answer:

Please Make As Brainlist Answer