Math, asked by jenny2423, 8 months ago

ratio of 4abc: 5ab in lowest terms​

Answers

Answered by pulakmath007
3

SOLUTION

TO DETERMINE

Ratio of 4abc : 5ab in lowest terms

EVALUATION

Here the given ratio is 4abc : 5ab

The terms are 4abc and 5ab

Now we factorise the terms

 \sf{4abc = 2 \times 2 \times a \times b \times c}

 \sf{5ab = 5 \times a \times b}

Now the common factor of the given two Terms are a and b

Hence the required ratio of 4abc : 5ab in lowest terms

 =  \sf{4abc \:  : \: 5ab }

 =  \sf{4c : 5 } \: \:  \: (dividing \: both \: terms \: by \: ab \: )

FINAL ANSWER

   \boxed{ \: \sf{4abc \:  : \: 5ab  = 4c :  5\: }}

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