Question

write down the LCM of the following numbers,give your answer in exponential form.
A=a^3×b^2×c
B=a^5×b×c^4×d​

Answer 1

The LCM of the given numbers in exponential form is $a^5b^2c^4d$

Lowest Common Multiples

The least common multiple (LCM) of two or more numbers in arithmetic is the smallest number except 0 which is a multiple of all of the numbers.

Given the following expressions

$A=a^3*b^2*c\\B=a^5*b*c^4* d$

From both factors, we can see that the largest possible number are a^5, b^2, c^4 and d

Hence the LCM of the given numbers in exponential form is $a^5b^2c^4d$

Learn more on LCM here: https://brainly.com/question/233244