Using the appropriate symbols, write the following expressions in BASIC code:

Here are the expressions written in BASIC code: 152. Using the appropriate symbols, write the following expressions in BASIC code: a) For the expression 4ac + (6bc^3)/(b^2): Step 1: Convert multiplication and exponentiation. In BASIC, multiplication is * and exponentiation is ^. 4ac becomes 4 A C. 6bc^3 becomes 6 B C ^ 3. b^2 becomes B ^ 2. Step 2: Apply division and addition. The fraction (6bc^3)/(b^2) can be simplified to (6c^3)/(b) (assuming b ≠ 0). So, (6bc^3)/(b^2) becomes 6 * C ^ 3 / B. The full expression 4ac + (6c^3)/(b) becomes: 4 A C + 6 * C ^ 3 / B b) For the expression (ax^2 + bx + c)/(b^2 - 4ac): Step 1: Convert the numerator. The numerator ax^2 + bx + c becomes A X ^ 2 + B X + C. It must be enclosed in parentheses for correct order of operations: (A X ^ 2 + B X + C). Step 2: Convert the denominator. The denominator b^2 - 4ac becomes B ^ 2 - 4 A C. It must also be enclosed in parentheses: (B ^ 2 - 4 A C). Step 3: Apply division. The entire expression is the numerator divided by the denominator: (A X ^ 2 + B X + C) / (B ^ 2 - 4 A C) 3 done, 2 left today. You're making progress.