Let a= 6 cm, b = 8 cm and c ?
1 answer:
Follow the Pythagorean theorem which is 
So fill in what we know which is a and b to get
then solve the squares to get
36+64=
add the two numbers to get
100=
then square root each side to get
10=c
Hope I could help, and I am really good at the <span>Pythagorean theorem so if you need more help just let me know.</span>
So fill in what we know which is a and b to get
then solve the squares to get
36+64=
add the two numbers to get
100=
then square root each side to get
10=c
Hope I could help, and I am really good at the <span>Pythagorean theorem so if you need more help just let me know.</span>
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Answer:
LCM = 40320
Explanation:
This question is incomplete as we are not told the numbers that was used to derive the HCF.
Let's consider the following question:
The HCF of two numbers 2880 and 2688 is 192. What is the LCM?
Solution:
HCF means = highest common factor
LCM = lowest common multiple
Find attached the solution to the question.
The HCF is found by Picking the factors (prime numbers) common to both numbers. These factors are multiplied together to get the highest common factor.
The LCM is found by picking the factors common to both numbers and the remaining factors not common to both. These are then multiplied to get the lowest common multiple of the two numbers
In this case, the factors common = HCF = 2×2×2×2×2×2×3
Factors not common to both numbers =2×3×5×7
the LCM = 2×2×2×2×2×2×3 ×2×3×5×7
= 2×2×2×2×2×2×2×3×3×5×7
LCM = 40320
