Evaluate the algebra expression H parentheses M plus and divided by 248 equals 4M equals five and an equal six
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I can't make sense out of your post.
To evaluate the algebraic expression, let's break it down step by step.
The given expression is:
H(M + 5) / 248 = 4M = 5 = 6
Step 1: Simplify the expression within the parentheses.
The expression becomes: (M + 5)
Step 2: Solve for H using the equation (H(M + 5) / 248 = 4M)
Multiply both sides of the equation by 248 to get rid of the denominator:
H(M + 5) = 4M * 248
Divide both sides of the equation by (M + 5) to solve for H:
H = (4M * 248) / (M + 5)
Step 3: Evaluate the value of H.
Substitute the value of M (which will be given) into the expression for H. For example, if M = 2, then:
H = (4 * 2 * 248) / (2 + 5)
H = 1984 / 7
H = 283.428 (rounded to three decimal places)
Step 4: Check if the answer satisfies the given equations.
Plug the values of H and M back into the original equation and check if it holds true for both sides:
Left side:
H(M + 5) / 248
283.428 * (2 + 5) / 248 = 4M
1984 / 248 = 4 * 2
Right side:
5 = 6
Since the right side of the equation is false (5 ≠ 6), the given values for H and M do not satisfy the equation.
Therefore, to evaluate the expression and find the corresponding value of H, we need an additional equation or condition that properly relates the variables.