Math Solver 360

  1.5 cm to inches is equal to 0.591 inches. Explanation: We will convert  1.5 cm to inches in just two steps .                 Step-1:  Rewrite 1.5 cm like the following. 1.5   cm =  1.5   × 1cm ..... (1)                         Step-02: Now we have to find out the value for 1 cm from basic equivalence between inch and cm.  1 inch = 2.54 cm Or,  1 inch =2.54 × 1cm Divide both side by 2.54 Or, 1 inch/2.54 = 1cm ..........(2) 1.5   cm to inches               Step-3: F rom (1) and (2), 1.5  cm = 1.5  ×(1 inch/2.54)           =0.5905511811 inches               =0.591 inches (Rounding upto 3 Digits)  Therefore,1.5 cm= 0.591  inches. We are getting 0.591 inches in  1.5 cm. Some Questions and Answers ● H ow tall is 2.5 cm in inches? Answer: 1.5 cm in inches is equal to 0.591 inches tall . Next

By following the above method ,you can easily convert cm to inch. Explanation: First consider an example,we will convert 10 cm into inches in just three steps in this post.           Step-1: Rewrite 10 cm like the following. 10 cm =10 × 1cm .......(1)             Step-2: Now we have to find out the value for 1 cm from basic equivalence between inch and cm. 1 inch = 2.54 cm Or, 1 inch =2.54 × 1cm Divide both side by 2.54 Or, 1 inch/2.54 = 1cm ..........(2) How to Cm to Inches||How Do U Convert Centimeters to Inches?             Step-3: From (1) and (2), 10 cm =10 × 1 inch/2.54 =3.937 inch = 3.94 in (Rounding) Therefore,10 cm =3.94 in By following the above method ,you can easily convert cm to in. Next

30 cm to inches  is equal to 11.81  inches. 30 cm to inches Explanation: We will convert  30 cm to inches in just two steps .         Step-1:  Rewrite 30 cm like the following. 30 cm = 30 × 1cm .....(1)                Step-02 Now we have to find out the value for 1 cm from basic equivalence between inch and cm.  1 inch = 2.54 cm Or,  1 inch =2.54 × 1cm Divide both side by 2.54 Or, 1 inch/2.54 = 1cm ..........(2) 30 cm to inches           Step-3: From (1) and (2), 30 cm =30×(1 inch/2.54)             =  11.81  inches(Rounding) Therefore,30 cm= 11.81  inches. We are getting 11.81 inches in  30 cm. Some Questions and Answers ● H ow tall is 30 cm in inches? Answer: 30 cm in inches is 11.81 inches tall. Next

20 cm to inches  is equal to 7.87  inches. Explanation: We will convert  20 cm to inches in just two steps .                        Step-1:  Rewrite 20 cm like the following. 20 cm = 20 × 1cm .....(1)                         Step-02: Now we have to find out the value for 1 cm from basic equivalence between inch and cm.  1 inch = 2.54 cm Or,  1 inch =2.54 × 1cm Divide both side by 2.54 Or, 1 inch/2.54 = 1cm ..........(2) 20 cm to inches                 Step-3: F rom (1) and (2), 20 cm =20×(1 inch/2.54)               = 7.8740      =  7.87  inches(Rounding) Therefore,20 cm= 7.87  inches. We are getting 7.87 inches in  20 cm. Some Questions and Answers ● H ow tall is 20 cm in inches? Answer: 20 cm in inches is 7.87 inches tall .

180 cm in feet is equal to 5.91 feet.  Here I would like to say you three things: •If you convert 180 cm to feet, you will get 5.91 feet. •If you want to convert 180 cm to inches,you will get  70.866 inches .  • If you convert 180 cm to feet and inches, you will get 5 feet and 10.92 inches.  Explanation: We will convert 180 cm into feet in just five steps in this post.                  Step-1: Rewrite 180 cm like the following. 180 cm =180 × 1cm .....(1)                Step-02: Now we have to find out the value for 1 cm from basic equivalence between inch and cm. Remember that there is a equivalence between feet and inch. 1 inch = 2.54 cm Or, 1 inch =2.54 × 1cm Divide both side by 2.54 Or, 1 inch/2.54 = 1cm ..........(2) 180 Cm in Feet||180 Cm into Feet                   Step-3: From (1) and (2), 180 cm =180 × (1 inch/2.54) =70.866 inches(Rounding) Therefore,180 cm =70.866 Inches [•180 cm to inches is equal to 70.866 Inches] Just rewrite, 180 cm=70.866×1 in....(3)                  S

169 cm in feet is equal to 5.54 feet. Explanation: 169 cm in feet We will convert  169 cm to feet in just five steps:               Step-1:  Rewrite 169 cm like the following. 169 cm =169 × 1cm .....(1)                    Step-02: Now we have to find out the value for 1 cm from basic equivalence between inch and cm. Remember that there is a equivalence between feet and inch. 1 inch = 2.54 cm Or,  1 inch =2.54 × 1cm Divide both side by 2.54 Or, 1 inch/2.54 = 1cm ..........(2) 169 Cm in Feet||169 Cm to Feet             Step-3: From (1) and (2), 169 cm =169×(1 inch/2.54)             =  66.54  inch(Rounding) Therefore,169 cm=  66.54  inches.   •[169 cm to inches  is equal to 66.54 inches]. Just rewrite,                     169 cm =66.54  × 1 in....(3)                 Step-4: We know , 1 ft = 12 in Or, 1 ft = 12× 1  in Or,1 ft/12 = 1 in ........(4)               Step-5: From (4) and (3), 169cm =  66.54  × 1 ft/12                 =  5. 5446 ft     =5.54 ft (Rounding) We are getting 5.54 feet

Consider the two impoper fractions 7/3  and  5/2 to understand how to divide improper fractions with different denominators.Remember that in improper fraction,the numerator is always greater than denominator. ●7/3 divided by 5/2 =7/3 ÷ 5/2 (Translating) =7/3 × 2/5(Change of division sign and multiplied by the reciprocal fraction) Keep   Change      Flip method =(7×2)/(3×5) [Multiply top to top and bottom to bottom) =14/15  The answer for 7/3 divided by 5/ 2 is 14/15. So from the above example ,you know how to divide an improper fraction by another improper fraction. Next

To divide fractions,you need to multiply the first fraction by the reciprocal of the second fraction.Look at the following examples: ● 3/5 ÷ 1/2 3/5 divided by 1/2 =3/5 ÷ 1/2 (Translating) = 3/5 × 2/1( Change of division sign and multiplied by the reciprocal fraction of 1/2) =(3×2)/(5×1) [Multiply top to top and bottom to bottom) =6/5  6/5 is a improper fraction,you can now express it as a mixed number.To learn it watch the video. Here is the another example of dividing a fraction by a whole number. ● 1/2 ÷ 1 1/2 divided by 1 =1/2 ÷ 1 (Translating) = 1/2 ÷ 1/1 (Whole number to fraction) =1/2 × 1/1(Change of division sign and multiplied by the reciprocal fraction) =(1×1)/(2×1) [Multiply top to top and bottom to bottom) =1/2  ● 1/2 ÷ 2 1/2 divided by 2 =1/2 ÷ 2 (Translating) = 1/2 ÷ 2/1 (Whole number to fraction) =1/2 × 1/2(Change of division sign and multiplied by the reciprocal fraction) =(1×1)/(2×2) [Multiply top to top and bottom to bottom) =1/4 Summary: The first step  to divide one

There are three steps to multiply two fractions or more fractions.Look at the following examples to understand how to multiply fractions step by step. ●1/3 Times 1/3  Step-1:Times means "×" sign =1/3 × 1/3  Step-2: ●Multiply all top numbers.The obtained number will be the numerator of the new fraction. ●Multiply all bottom numbers.The obtained number will be the denominator of the new fraction. =(1×1)/(3×3) Step-3: Now simplify the new fraction by canceling the common factors if needed. =1/9 (Answer) So,1/3 times 1/3  as a fraction in simplest form is 1/9. Here is the second example of  multiplying fractions  that will help you to understand  how to multiply two fractions: ●4/5 Times 1/6  Step-1:Times means "×" sign =4/5 × 1/6 Step-2: ●Multiply all top numbers.The obtained number will be the numerator of the new fraction. ●Multiply all bottom numbers.The obtained number will be the denominator of the new fraction. =(4×1)/(5×6) Step-3: Now simplify the new fraction b