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I. Evaluate (8x7) (x) (5) 2(x) 6 12 ii. 3(X) P = 6 K(X)K = 4 iii. K(X)k = 4 K = 2
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3 partsStep-by-step solution
9 stepsHere are the solutions to the problems from the image.
** (Evaluation):**
Part ii· 5 steps
Evaluate the expression based on the student's markings
The expression is given as . Based on the numbers 2 and 12 written below the expression, and the (x) symbols likely representing multiplication, the expression is interpreted as:
Multiply the numbers in the numerator and denominator of the first fraction.
Simplify the first fraction.
Multiply the simplified fractions.
Cancel out the common factor of 3.
Convert the fraction to a decimal.
The evaluated expression is .
** (Equations):**
Part a
Solve for P and K from the equations
Interpret
(X)as multiplication.The equations become:
Solve for P.
Solve for K.
The values are and . (The student's work shows , implying a positive value).
Part b18
Solve for P from the equation
This equation is ambiguous due to the empty parenthesis. Assuming it represents multiplication, the equation is:
Multiply the numbers.
The value of P is .
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