Answer: f(-3) = 2 x -3 = -6
Answer:
141 °
since they are supplementary angles and they always add to 180 °
Step-by-step explanation:
p(x) = 2x^2+8x-12
d(x) = x + 1
r(x) = -13
q(x) = 2x + 6

q(x)+r(x)d(x)
= 2x + 6 + (-13) * x + 1
= 2x + 6 -13 * x + 1
= 2x + 6 - 13x + 1
= (- 11x + 7)
Answer:
- 278.4°F
Step-by-step explanation:
Temperature of Object ( T ) = 1200° F
Temperature of surrounding ( M ) = 80°F
Time ( t ) = 1 hour
dT / dt ∝ ( M - T )
dT /dt ∝ | ( 80 - 1200 ) |
dT / dt = k ( 1120 )
(1200 - 830 ) / 1 = k ( 1120 )
hence k = ( 1200 - 830 ) / 1120
= 370 / 1120 = 0.33
<u>what is the object's temperature (x )after 4 hours </u>
( 1200 - x ) / 4 = 0.33 ( 1120 )
( 1200 - x ) / 4 = 369.6
hence x = 1200 - ( 4 * 369.6 )
= - 278.4 ° F