Question:
The relationship between t and r is expressed by the equation 2t+3r+6 = 0. If r increases by 4, which of the following statements about t must be true?
Answer:
The value of t is reduced by 6 when the value of r is increased by 4
Step-by-step explanation:
Given

Required
What happens when r is increased by 4
<em>-------- Equation 1</em>
Subtract 2t from both sides

--- <em>Equation 2</em>
When r is increased by 4, equation 1 becomes
Note that the increment of r also affects the value of t; hence, the new value of t is represented by T
Open bracket
Rearrange

<em>Substitutr -2t for 3r + 6 [From equation 2]</em>

Make T the subject of formula

Divide both sides by 2


This means that the value of t is reduced by 6 when the value of r is increased by 4
Answer:
Just connect points Y and D with a straight line to make YD. Do the same for YE and YF, just attach Y to points E and F with a straight line.
Normaly it's 1 cause 7÷0.01=700 and 7÷0.1=70.
The GCF of 72 is 60 is 12.
Hey You!
31% = 0.31 = 0.31 × 575 = 178.25
178 students like mathematics.