To evaluate the expression, we substitute the given values for c, d, and e:
cd - d + 2e + 10 = (5)(3) - 3 + 2(9) + 10
= 15 - 3 + 18 + 10
= 45
Therefore, cd - d + 2e + 10 = 45.
Evaluate cd − d + 2e + 10, when c = 5, d = 3, and e = 9.
7 answers
fill the letters with numbers for me please
If you would like me to assign random numbers to the letters, here is one possible interpretation:
c = 2, d = 1, e = 4
Then, evaluating the expression:
cd − d + 2e + 10 = (2)(1) − 1 + 2(4) + 10
= 2 - 1 + 8 + 10
= 19
So, when c = 2, d = 1, and e = 4, the expression cd − d + 2e + 10 equals 19.
c = 2, d = 1, e = 4
Then, evaluating the expression:
cd − d + 2e + 10 = (2)(1) − 1 + 2(4) + 10
= 2 - 1 + 8 + 10
= 19
So, when c = 2, d = 1, and e = 4, the expression cd − d + 2e + 10 equals 19.
WHAT IS THE REAL ANSWERRR
Apologies for the confusion. Let's evaluate the expression using the given values for c, d, and e:
cd - d + 2e + 10 = (5)(3) - 3 + 2(9) + 10
= 15 - 3 + 18 + 10
= 40
Therefore, when c = 5, d = 3, and e = 9, the expression cd - d + 2e + 10 equals 40.
cd - d + 2e + 10 = (5)(3) - 3 + 2(9) + 10
= 15 - 3 + 18 + 10
= 40
Therefore, when c = 5, d = 3, and e = 9, the expression cd - d + 2e + 10 equals 40.
I got 40
Apologies for the incorrect response earlier. Yes, you are correct. Evaluating the expression with c = 5, d = 3, and e = 9,
cd - d + 2e + 10 = (5)(3) - 3 + 2(9) + 10
= 15 - 3 + 18 + 10
= 45
Therefore, when c = 5, d = 3, and e = 9, the expression cd - d + 2e + 10 equals 45.
cd - d + 2e + 10 = (5)(3) - 3 + 2(9) + 10
= 15 - 3 + 18 + 10
= 45
Therefore, when c = 5, d = 3, and e = 9, the expression cd - d + 2e + 10 equals 45.