Since , the relation is linear .
Let equation is y = mx + c .
Putting , x = 0 and y = 32 .
32 = c .......( 1 )
Also , putting x = 100 and y = 212 .
We get :
212 = 100m + c .......( 2 )
Comparing equation 1 and 2 .
100m = 212 - 32
x = 1.8
Therefore , y = 1.8x + 32 .
Hence , this is the required solution .
Step-by-step explanation:
answer is in photo above
The resulting expression for the variable v is u - e - g
<h3>Subject of formulas</h3>
Subject of formula is a way of representing a variable in terms of another variable.
Given the expression below;
u=e+g-v
We are to make v the subject of the formula
Subtract e + g from both sides
u- (e + g)=e+g-v - (e+g)
u - (e+g) =v
Expand the left hand side of the expression
u - e - g = v
Swap
v = u - e - g
Hence the resulting expression for the variable v is u - e - g
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Answer:
Point Form:
(3−14)
Equation Form:
x=3,y=−14
Step-by-step explanation:
