👤

Find the percentage of the following
1.60% of 90=
2. 5% of 120 =
3.25% of 300
1.10% of 530
5. 35% of 80​


Sagot :

[tex]\large \bold \red{given} \begin{cases} \bold {\: 60\% \: of \: 90} \\ \bold{5\% \: of \: 120} \\ \bold{25\% \: of \: 300} \\ \bold{ 10\% \: of \: 530} \\ \bold{35\% \: of \: 80 }\end{cases}[/tex]

[tex] \large \bold{FORMULA:}[/tex]

[tex] \large \bold{P=R \times B}[/tex]

[tex] \large \bold{SOLUTION:}[/tex]

[tex] \bold{P = 60\% \times 90} \\ \bold{P = 0.6 \times 90} \\ \large \bold{»\color{darkviolet} P = \: 54}[/tex]

[tex] \bold{P = 5\% \times 120} \\ \bold{P = 0.05 \times 120} \\ \large \bold{»\color{darkviolet} P = \: 6}[/tex]

[tex] \bold{P = 25\% \times 300} \\ \bold{P = 0.25 \times 300} \\ \large \bold{»\color{darkviolet} P = \: 75}[/tex]

[tex] \bold{P = 10\% \times 530} \\ \bold{P = 0.1 \times 530} \\ \large \bold{»\color{darkviolet} P = \: 53}[/tex]

[tex] \bold{P = 35\% \times 80} \\ \bold{P = 0.35 \times 80} \\ \large \bold{»\color{darkviolet} P = \: 28}[/tex]

[tex]\purple{\begin{gathered} \gamma \\ \huge \boxed{ \ddot \smile}\end{gathered}} \: \pink{\begin{gathered} \gamma \\ \huge \boxed{ \ddot \smile}\end{gathered}} \: \red{\begin{gathered} \gamma \\ \huge \boxed{ \ddot \smile}\end{gathered}} \: \orange{\begin{gathered} \gamma \\ \huge \boxed{ \ddot \smile}\end{gathered}}[/tex]