what is the value of the following expression if n = 86? a.38 b.44 c.54 d.128
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To evaluate the expression when ( n ) equals a specific value, you substitute that value into the expression in place of ( n ). For example, if the expression is ( f(n) = n^2 + 3n ), you would calculate ( f(7) ) by substituting 7 for ( n ), resulting in ( 7^2 + 3(7) ). Similarly, for ( n = 0.4 ), you would substitute 0.4 into the expression and compute the result. This process allows you to find the numerical value of the expression for those specific values of ( n ).
The expression "n-3" represents a mathematical operation where 3 is subtracted from the variable n. The answer depends on the value of n; for example, if n is 5, then n-3 equals 2. Without a specific value for n, the expression remains in its algebraic form.
"N added to 3" refers to the mathematical expression 3 + N, where N represents a variable or a number. The result will depend on the value of N; for example, if N is 2, then the expression equals 5. If N is not specified, the expression remains as 3 + N.
n - 15 = 86n = 86 + 15n = 101
If the table defines the function f, then the answer is f(6).
To evaluate the expression when ( n ) equals a specific value, you substitute that value into the expression in place of ( n ). For example, if the expression is ( f(n) = n^2 + 3n ), you would calculate ( f(7) ) by substituting 7 for ( n ), resulting in ( 7^2 + 3(7) ). Similarly, for ( n = 0.4 ), you would substitute 0.4 into the expression and compute the result. This process allows you to find the numerical value of the expression for those specific values of ( n ).
try this one 25 + n
The expression "n-3" represents a mathematical operation where 3 is subtracted from the variable n. The answer depends on the value of n; for example, if n is 5, then n-3 equals 2. Without a specific value for n, the expression remains in its algebraic form.
"N added to 3" refers to the mathematical expression 3 + N, where N represents a variable or a number. The result will depend on the value of N; for example, if N is 2, then the expression equals 5. If N is not specified, the expression remains as 3 + N.
n - 15 = 86n = 86 + 15n = 101
If the table defines the function f, then the answer is f(6).
To find the value of (n-2)^2 + n-1 when n=4, we simply substitute 4 for n in the expression: (n-2)^2 + n-1 When we do this, the expression becomes: (4-2)^2 + 4-1 Now we need to simplify the expression within the parentheses first. The expression within the parentheses is (4-2)^2, which means we need to subtract 2 from 4 and then square the result. So, we get: 2^2 Which equals 4. Now we can substitute this value back into the original expression to get: 4 + 4-1 Next, we simplify the expression 4-1, which equals 3. So, the expression becomes: 4 + 3 And we can simplify that further to get: 7 So, when n=4, the value of (n-2)^2 + n-1 is 7
12n + 8 = 11 12n = 3 n = 1/4
3n + 15 equals 3 times the number n, the answer to which is increased by 15. It can only be evaluated if the value of n is known. The expression can be factorised but that is of marginal help in evaluating it.
3 6
25
In verbal expression, "5n" would be read as "five times n" or "five multiplied by n". This indicates that the value of n is being multiplied by 5. For example, if n = 3, then 5n would be equal to 5 x 3, which equals 15.