How would you write the following in algebraic expression and how is it solve? Can someone help please?
A number is equal to the product of the cubed root of one thousand and seven hundred forty three.
x = number
product of 1000*743
so x = cube root(1000*743) or another way is
x = (1000*743)1/3
To write this as an algebraic expression, we first need to identify the variables involved. In this case, the unknown number can be represented by the variable "x".
Now, let's break down the given information step-by-step:
"The product of the cubed root of one thousand seven hundred forty-three"
The cubed root of a number is denoted by the ∛ symbol. So the cubed root of one thousand seven hundred forty-three (∛1743) can be expressed as:
∛1743
And "the product of the cubed root of one thousand seven hundred forty-three" refers to multiplying this cubed root by the unknown number, "x":
x * ∛1743
Therefore, the algebraic expression for the given information is:
x * ∛1743
To solve this equation, you would need to know the value of ∛1743. Using a calculator or math software, you can find that the approximate value of ∛1743 is equal to 12.545.
To find the value of "x" in the equation x * ∛1743, you can substitute the value of ∛1743:
x * 12.545
At this point, if you have additional information or any specific values provided in the original problem, you can substitute them into the equation to solve for "x."