Answer:
10(7-4p)
Step-by-step explanation:First, you divide the 2 numbers 70 and 40p by 10 which you will get 7 and 4p. Then, put 7-4p in paranthisies. After that put a 10 before the paranthisies.
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The required greatest common factor of 70-40p is 10.
Given that,
70-40p
Greatest common factor it to be determined.
Factors can be defined by splitting the value into multipliable values. Example 2 and 4 are a factor of 8, and 3 and 9 are a factor of 27.
The greatest common factor, It is defined as the greatest common multiple values between the values, For example, 2, 4 is GCF 2
3, 9, 27, 81 GCF is 3.
Here, in the question, we have 70 - 40p,
let the factor be x and y will be the function,
Now
x.y = 70-40p
taking 10 commons on the right side,
x.y = 10( 7 - 4p )
now comparing both sides.
x = 10 and y = 7 - 4p
Thus, the required greatest common factor of 70-40p is 10.
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