Evaluate c ÷ d + d2 + 2c
when c = 20
and d = 4
.(1 point)
Responses
41
41
365
365
61
61
445
To evaluate c ÷ d + d^2 + 2c when c = 20 and d = 4:
1. First, substitute the given values of c and d into the expression:
c ÷ d + d^2 + 2c = 20 ÷ 4 + 4^2 + 2(20)
c ÷ d + d^2 + 2c = 5 + 16 + 40
2. Perform the multiplication and addition/subtraction in order from left to right:
c ÷ d + d^2 + 2c = 5 + 16 + 40
c ÷ d + d^2 + 2c = 21 + 40
c ÷ d + d^2 + 2c = 61
Therefore, the result is 61.