SOLUTION: What is the smallest integer k that will make the product 147k a perfect square
Algebra
.Com
Question 1143832
:
What is the smallest integer k that will make the product 147k a perfect square
Answer by
ikleyn(52786)
(
Show Source
): You can
put this solution on YOUR website!
.
147 = 3*49 =
. Therefore, the smallest integer "k" the problem asks for is k= 3.
ANSWER
RELATED QUESTIONS
What is the smallest positive integer will you multiply to 120 to make it a perfect...
(answered by
ikleyn
)
find the smallest integer of k such that 2520k is a perfect square. (can you...
(answered by
robertb
)
If the product 19845k is a perfect cube, what is the smallest possible value of k if k is
(answered by
Edwin McCravy
)
If the product 2352k is a perfect fifth power, what is the smallest possible value of k,...
(answered by
fractalier
)
If the product 2352k is a perfect fifth power, what is the smallest possible value of k,...
(answered by
Alan3354
)
find the smallest value of k such that 2x²*3²*5*k is a perfect square
(answered by
greenestamps
)
Find the value for k that will make 4x^2+6.4x +k a perfect square.
(answered by
nerdybill
)
Find the value for k that will make 4x^2+6.4x +k a perfect...
(answered by
nabla,Edwin McCravy
)
What is the smallest integer which multiplied by 40 gives a perfect...
(answered by
ikleyn
)