Respuesta :
Answer:
317
Step-by-step explanation:
7y^2−17y+5
7*(8*8)-17(8) +5 (substitute the values)
7*64 -17*8 +5
448-136+5
=317
To evaluate the expression 7y^2 - 17y + 5 when y = 8, we simply substitute the value of y into the expression and perform the calculations.
Substituting y = 8 into the expression:
7(8)^2 - 17(8) + 5
Simplifying:
7(64) - 136 + 5
448 - 136 + 5
313
Therefore, when y = 8, the expression 7y^2 - 17y + 5 evaluates to 313.
Substituting y = 8 into the expression:
7(8)^2 - 17(8) + 5
Simplifying:
7(64) - 136 + 5
448 - 136 + 5
313
Therefore, when y = 8, the expression 7y^2 - 17y + 5 evaluates to 313.