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Which algebraic expression for six less than k?
k - 6
Is there more gold in 14 K than 10 K?
Yes, 14 K has more gold that 10 K
John is 6 years older than Kiesha Together their ages equal four times Keisha's age How old is each?
J = K+6 K + J = 4K Replace J in the second equation K + (K + 6) = 4K K + K + 6 = 4K 2K + 6 = 4K Subtract 2K from each side 6 = 2K divide both sides by 2 3 = K So, Keisha is 3 and therefore John is 9
How do you write 9 more than the differenceof 17 and k?
"Than" changes the order of the sentence and "of" implies paratheses. (17-k)+9
14 less than the quantity k times 6?
( 6k - 14 )
How is 6 more than half of k written?
k/2 + 6
What is 6 more than half of k is?
Well, isn't that a happy little math problem! To find the answer, you just need to take half of k and then add 6 to it. So, if we represent that in an equation, it would be (k/2) + 6. Keep on painting those beautiful mathematical landscapes!
The product of k and -5 is no more than 30?
K is between -6 and 0
What is the product of 6 and 3 more than k is 48?
6*3= 18k+18= 48-18 -18k= 30
Which algebraic expression for six less than k?
k - 6
Why did Columbus mistakenly think he was in Asia and not the Americas?
no he didn't.
Is there more gold in 14 K than 10 K?
Yes, 14 K has more gold that 10 K
What is a K-6 rather than a K-9?
K-6 refers to Kindergarten through 6 grade, commonly considered to be elementary school k-9 refers to a trained Police Dog
What does 6 7 8 go into?
Any number of the form 84*k, where k is an integer, is evenly divisible.
Why must k be less than twelve for 6 x k equals 12?
k = 2 and 2 < 12
Given 12 website show many ways can you visit half of them?
To determine how many ways you can visit half of 12 websites, you need to select 6 websites from the total of 12. This can be calculated using the binomial coefficient, which is represented as ( C(12, 6) ). The formula for the binomial coefficient is ( C(n, k) = \frac{n!}{k!(n-k)!} ). Therefore, ( C(12, 6) = \frac{12!}{6!6!} = 924 ). Thus, there are 924 ways to visit half of the 12 websites.
What algebraic expression represents k more than 10?
k > 10
