ADD. MATHS FORM 4 CHAPTER 6 LINEAR LAWS

• a = 2, b = 2

• a = 3, b = 2

• a = 3, b = 3

• a = 2, b = 3

• a = 6, b = 1

• a = 7, b = 2

• a = 8, b = 3

• a = 9, b = 4

• p = 2, k = 6

• p = 3, k = 5

• p = 4, k = 4

• p = 5, k = 3

• m=n-1, c=logx
• m=n-1, c=logp
• m=1-n, c=logy
• m=1-n, c=logp

• $p=2\ ,\ q=5$

• $p=7\ ,\ q=13$

• $p=10\ ,\ q=14$

• $p=3\ ,\ q=6$

• $m=3\ ,\ n=6$

• $m=4\ ,\ n=7$

• $m=7\ ,\ n=10$

• $m=-2\ ,\ n=8$

• $k=3$

• $k=17$

• $k=5$

• $k=10$

Convert $y\sqrt{x}=5x+\frac{1}{\sqrt{x}}$  into the linear form  $Y=mX+c.\$  Choose only one correct answer.

•  $Y=xy,\ m=5,\ X=x\sqrt{x},\ c=1$  

•  $Y=xy,\ m=5x,\ X=\sqrt{x},\ c=1\$  

•  $Y=y\sqrt{x},\ m=5,\ X=x,\ c=\frac{1}{\sqrt{x}}\$  

•  $Y=x,\ m=a,\ X=y-b,\ c=0$  

Convert $y=ae^{bx}$  into the linear form  $Y=mX+c.\$  Choose only one correct answer.  

•  $Y=\ln y,\ m=\ln a,\ X=b,\ c=x\$  

•  $Y=\ln y,\ m=b,\ X=x,\ c=\ln a\$  

•  $Y=\ln y,\ m=\ln a,\ X=x,\ c=\ln e\$  

•  $Y=y,\ m=\ln a,\ X=x,\ c=b$  

Convert $y=\frac{px}{x+q}$ into the linear form $Y=mX+c.\$ Choose only one correct answer.

• $Y=y,\ m=p,\ \ X=q,\ c=x+6$

• $Y=\lg\ y,\ m=\lg\ px,\ X=x,\ c=q\$

• $Y=\frac{1}{y},\ \ m=\frac{q}{p},\ \ X=x,\ c=\frac{1}{p}$

• $Y=\frac{1}{y},\ m=\frac{q}{p},\ X=\frac{1}{x},\ c=\frac{1}{p}\$